<!DOCTYPE html>

<html>

<head>

<meta charset="utf-8" />
<meta name="generator" content="pandoc" />
<meta http-equiv="X-UA-Compatible" content="IE=EDGE" />


<meta name="author" content="Patrícia Pain" />


<title>Uso do R nas Pesquisas</title>

<script>// Pandoc 2.9 adds attributes on both header and div. We remove the former (to
// be compatible with the behavior of Pandoc < 2.8).
document.addEventListener('DOMContentLoaded', function(e) {
  var hs = document.querySelectorAll("div.section[class*='level'] > :first-child");
  var i, h, a;
  for (i = 0; i < hs.length; i++) {
    h = hs[i];
    if (!/^h[1-6]$/i.test(h.tagName)) continue;  // it should be a header h1-h6
    a = h.attributes;
    while (a.length > 0) h.removeAttribute(a[0].name);
  }
});
</script>
<script>/*! jQuery v3.6.0 | (c) OpenJS Foundation and other contributors | jquery.org/license */
!function(e,t){"use strict";"object"==typeof module&&"object"==typeof module.exports?module.exports=e.document?t(e,!0):function(e){if(!e.document)throw new Error("jQuery requires a window with a document");return t(e)}:t(e)}("undefined"!=typeof window?window:this,function(C,e){"use strict";var t=[],r=Object.getPrototypeOf,s=t.slice,g=t.flat?function(e){return t.flat.call(e)}:function(e){return t.concat.apply([],e)},u=t.push,i=t.indexOf,n={},o=n.toString,v=n.hasOwnProperty,a=v.toString,l=a.call(Object),y={},m=function(e){return"function"==typeof e&&"number"!=typeof e.nodeType&&"function"!=typeof e.item},x=function(e){return null!=e&&e===e.window},E=C.document,c={type:!0,src:!0,nonce:!0,noModule:!0};function b(e,t,n){var r,i,o=(n=n||E).createElement("script");if(o.text=e,t)for(r in c)(i=t[r]||t.getAttribute&&t.getAttribute(r))&&o.setAttribute(r,i);n.head.appendChild(o).parentNode.removeChild(o)}function w(e){return null==e?e+"":"object"==typeof e||"function"==typeof e?n[o.call(e)]||"object":typeof e}var f="3.6.0",S=function(e,t){return new S.fn.init(e,t)};function p(e){var t=!!e&&"length"in e&&e.length,n=w(e);return!m(e)&&!x(e)&&("array"===n||0===t||"number"==typeof t&&0<t&&t-1 in e)}S.fn=S.prototype={jquery:f,constructor:S,length:0,toArray:function(){return s.call(this)},get:function(e){return null==e?s.call(this):e<0?this[e+this.length]:this[e]},pushStack:function(e){var t=S.merge(this.constructor(),e);return t.prevObject=this,t},each:function(e){return S.each(this,e)},map:function(n){return this.pushStack(S.map(this,function(e,t){return n.call(e,t,e)}))},slice:function(){return this.pushStack(s.apply(this,arguments))},first:function(){return this.eq(0)},last:function(){return this.eq(-1)},even:function(){return this.pushStack(S.grep(this,function(e,t){return(t+1)%2}))},odd:function(){return this.pushStack(S.grep(this,function(e,t){return t%2}))},eq:function(e){var t=this.length,n=+e+(e<0?t:0);return this.pushStack(0<=n&&n<t?[this[n]]:[])},end:function(){return this.prevObject||this.constructor()},push:u,sort:t.sort,splice:t.splice},S.extend=S.fn.extend=function(){var e,t,n,r,i,o,a=arguments[0]||{},s=1,u=arguments.length,l=!1;for("boolean"==typeof a&&(l=a,a=arguments[s]||{},s++),"object"==typeof a||m(a)||(a={}),s===u&&(a=this,s--);s<u;s++)if(null!=(e=arguments[s]))for(t in e)r=e[t],"__proto__"!==t&&a!==r&&(l&&r&&(S.isPlainObject(r)||(i=Array.isArray(r)))?(n=a[t],o=i&&!Array.isArray(n)?[]:i||S.isPlainObject(n)?n:{},i=!1,a[t]=S.extend(l,o,r)):void 0!==r&&(a[t]=r));return a},S.extend({expando:"jQuery"+(f+Math.random()).replace(/\D/g,""),isReady:!0,error:function(e){throw new Error(e)},noop:function(){},isPlainObject:function(e){var t,n;return!(!e||"[object Object]"!==o.call(e))&&(!(t=r(e))||"function"==typeof(n=v.call(t,"constructor")&&t.constructor)&&a.call(n)===l)},isEmptyObject:function(e){var t;for(t in e)return!1;return!0},globalEval:function(e,t,n){b(e,{nonce:t&&t.nonce},n)},each:function(e,t){var n,r=0;if(p(e)){for(n=e.length;r<n;r++)if(!1===t.call(e[r],r,e[r]))break}else for(r in e)if(!1===t.call(e[r],r,e[r]))break;return e},makeArray:function(e,t){var n=t||[];return null!=e&&(p(Object(e))?S.merge(n,"string"==typeof e?[e]:e):u.call(n,e)),n},inArray:function(e,t,n){return null==t?-1:i.call(t,e,n)},merge:function(e,t){for(var n=+t.length,r=0,i=e.length;r<n;r++)e[i++]=t[r];return e.length=i,e},grep:function(e,t,n){for(var r=[],i=0,o=e.length,a=!n;i<o;i++)!t(e[i],i)!==a&&r.push(e[i]);return r},map:function(e,t,n){var r,i,o=0,a=[];if(p(e))for(r=e.length;o<r;o++)null!=(i=t(e[o],o,n))&&a.push(i);else for(o in e)null!=(i=t(e[o],o,n))&&a.push(i);return g(a)},guid:1,support:y}),"function"==typeof Symbol&&(S.fn[Symbol.iterator]=t[Symbol.iterator]),S.each("Boolean Number String Function Array Date RegExp Object Error Symbol".split(" "),function(e,t){n["[object "+t+"]"]=t.toLowerCase()});var d=function(n){var e,d,b,o,i,h,f,g,w,u,l,T,C,a,E,v,s,c,y,S="sizzle"+1*new Date,p=n.document,k=0,r=0,m=ue(),x=ue(),A=ue(),N=ue(),j=function(e,t){return e===t&&(l=!0),0},D={}.hasOwnProperty,t=[],q=t.pop,L=t.push,H=t.push,O=t.slice,P=function(e,t){for(var n=0,r=e.length;n<r;n++)if(e[n]===t)return n;return-1},R="checked|selected|async|autofocus|autoplay|controls|defer|disabled|hidden|ismap|loop|multiple|open|readonly|required|scoped",M="[\\x20\\t\\r\\n\\f]",I="(?:\\\\[\\da-fA-F]{1,6}"+M+"?|\\\\[^\\r\\n\\f]|[\\w-]|[^\0-\\x7f])+",W="\\["+M+"*("+I+")(?:"+M+"*([*^$|!~]?=)"+M+"*(?:'((?:\\\\.|[^\\\\'])*)'|\"((?:\\\\.|[^\\\\\"])*)\"|("+I+"))|)"+M+"*\\]",F=":("+I+")(?:\\((('((?:\\\\.|[^\\\\'])*)'|\"((?:\\\\.|[^\\\\\"])*)\")|((?:\\\\.|[^\\\\()[\\]]|"+W+")*)|.*)\\)|)",B=new RegExp(M+"+","g"),$=new RegExp("^"+M+"+|((?:^|[^\\\\])(?:\\\\.)*)"+M+"+$","g"),_=new RegExp("^"+M+"*,"+M+"*"),z=new RegExp("^"+M+"*([>+~]|"+M+")"+M+"*"),U=new RegExp(M+"|>"),X=new RegExp(F),V=new RegExp("^"+I+"$"),G={ID:new RegExp("^#("+I+")"),CLASS:new RegExp("^\\.("+I+")"),TAG:new RegExp("^("+I+"|[*])"),ATTR:new RegExp("^"+W),PSEUDO:new RegExp("^"+F),CHILD:new RegExp("^:(only|first|last|nth|nth-last)-(child|of-type)(?:\\("+M+"*(even|odd|(([+-]|)(\\d*)n|)"+M+"*(?:([+-]|)"+M+"*(\\d+)|))"+M+"*\\)|)","i"),bool:new RegExp("^(?:"+R+")$","i"),needsContext:new RegExp("^"+M+"*[>+~]|:(even|odd|eq|gt|lt|nth|first|last)(?:\\("+M+"*((?:-\\d)?\\d*)"+M+"*\\)|)(?=[^-]|$)","i")},Y=/HTML$/i,Q=/^(?:input|select|textarea|button)$/i,J=/^h\d$/i,K=/^[^{]+\{\s*\[native \w/,Z=/^(?:#([\w-]+)|(\w+)|\.([\w-]+))$/,ee=/[+~]/,te=new RegExp("\\\\[\\da-fA-F]{1,6}"+M+"?|\\\\([^\\r\\n\\f])","g"),ne=function(e,t){var n="0x"+e.slice(1)-65536;return t||(n<0?String.fromCharCode(n+65536):String.fromCharCode(n>>10|55296,1023&n|56320))},re=/([\0-\x1f\x7f]|^-?\d)|^-$|[^\0-\x1f\x7f-\uFFFF\w-]/g,ie=function(e,t){return t?"\0"===e?"\ufffd":e.slice(0,-1)+"\\"+e.charCodeAt(e.length-1).toString(16)+" ":"\\"+e},oe=function(){T()},ae=be(function(e){return!0===e.disabled&&"fieldset"===e.nodeName.toLowerCase()},{dir:"parentNode",next:"legend"});try{H.apply(t=O.call(p.childNodes),p.childNodes),t[p.childNodes.length].nodeType}catch(e){H={apply:t.length?function(e,t){L.apply(e,O.call(t))}:function(e,t){var n=e.length,r=0;while(e[n++]=t[r++]);e.length=n-1}}}function se(t,e,n,r){var i,o,a,s,u,l,c,f=e&&e.ownerDocument,p=e?e.nodeType:9;if(n=n||[],"string"!=typeof t||!t||1!==p&&9!==p&&11!==p)return n;if(!r&&(T(e),e=e||C,E)){if(11!==p&&(u=Z.exec(t)))if(i=u[1]){if(9===p){if(!(a=e.getElementById(i)))return n;if(a.id===i)return n.push(a),n}else if(f&&(a=f.getElementById(i))&&y(e,a)&&a.id===i)return n.push(a),n}else{if(u[2])return H.apply(n,e.getElementsByTagName(t)),n;if((i=u[3])&&d.getElementsByClassName&&e.getElementsByClassName)return H.apply(n,e.getElementsByClassName(i)),n}if(d.qsa&&!N[t+" "]&&(!v||!v.test(t))&&(1!==p||"object"!==e.nodeName.toLowerCase())){if(c=t,f=e,1===p&&(U.test(t)||z.test(t))){(f=ee.test(t)&&ye(e.parentNode)||e)===e&&d.scope||((s=e.getAttribute("id"))?s=s.replace(re,ie):e.setAttribute("id",s=S)),o=(l=h(t)).length;while(o--)l[o]=(s?"#"+s:":scope")+" "+xe(l[o]);c=l.join(",")}try{return H.apply(n,f.querySelectorAll(c)),n}catch(e){N(t,!0)}finally{s===S&&e.removeAttribute("id")}}}return g(t.replace($,"$1"),e,n,r)}function ue(){var r=[];return function e(t,n){return r.push(t+" ")>b.cacheLength&&delete e[r.shift()],e[t+" "]=n}}function le(e){return e[S]=!0,e}function ce(e){var t=C.createElement("fieldset");try{return!!e(t)}catch(e){return!1}finally{t.parentNode&&t.parentNode.removeChild(t),t=null}}function fe(e,t){var n=e.split("|"),r=n.length;while(r--)b.attrHandle[n[r]]=t}function pe(e,t){var n=t&&e,r=n&&1===e.nodeType&&1===t.nodeType&&e.sourceIndex-t.sourceIndex;if(r)return r;if(n)while(n=n.nextSibling)if(n===t)return-1;return e?1:-1}function de(t){return function(e){return"input"===e.nodeName.toLowerCase()&&e.type===t}}function he(n){return function(e){var t=e.nodeName.toLowerCase();return("input"===t||"button"===t)&&e.type===n}}function ge(t){return function(e){return"form"in e?e.parentNode&&!1===e.disabled?"label"in e?"label"in e.parentNode?e.parentNode.disabled===t:e.disabled===t:e.isDisabled===t||e.isDisabled!==!t&&ae(e)===t:e.disabled===t:"label"in e&&e.disabled===t}}function ve(a){return le(function(o){return o=+o,le(function(e,t){var n,r=a([],e.length,o),i=r.length;while(i--)e[n=r[i]]&&(e[n]=!(t[n]=e[n]))})})}function ye(e){return e&&"undefined"!=typeof e.getElementsByTagName&&e}for(e in d=se.support={},i=se.isXML=function(e){var t=e&&e.namespaceURI,n=e&&(e.ownerDocument||e).documentElement;return!Y.test(t||n&&n.nodeName||"HTML")},T=se.setDocument=function(e){var t,n,r=e?e.ownerDocument||e:p;return r!=C&&9===r.nodeType&&r.documentElement&&(a=(C=r).documentElement,E=!i(C),p!=C&&(n=C.defaultView)&&n.top!==n&&(n.addEventListener?n.addEventListener("unload",oe,!1):n.attachEvent&&n.attachEvent("onunload",oe)),d.scope=ce(function(e){return a.appendChild(e).appendChild(C.createElement("div")),"undefined"!=typeof e.querySelectorAll&&!e.querySelectorAll(":scope fieldset div").length}),d.attributes=ce(function(e){return e.className="i",!e.getAttribute("className")}),d.getElementsByTagName=ce(function(e){return e.appendChild(C.createComment("")),!e.getElementsByTagName("*").length}),d.getElementsByClassName=K.test(C.getElementsByClassName),d.getById=ce(function(e){return a.appendChild(e).id=S,!C.getElementsByName||!C.getElementsByName(S).length}),d.getById?(b.filter.ID=function(e){var t=e.replace(te,ne);return function(e){return e.getAttribute("id")===t}},b.find.ID=function(e,t){if("undefined"!=typeof t.getElementById&&E){var n=t.getElementById(e);return n?[n]:[]}}):(b.filter.ID=function(e){var n=e.replace(te,ne);return function(e){var t="undefined"!=typeof e.getAttributeNode&&e.getAttributeNode("id");return t&&t.value===n}},b.find.ID=function(e,t){if("undefined"!=typeof t.getElementById&&E){var n,r,i,o=t.getElementById(e);if(o){if((n=o.getAttributeNode("id"))&&n.value===e)return[o];i=t.getElementsByName(e),r=0;while(o=i[r++])if((n=o.getAttributeNode("id"))&&n.value===e)return[o]}return[]}}),b.find.TAG=d.getElementsByTagName?function(e,t){return"undefined"!=typeof t.getElementsByTagName?t.getElementsByTagName(e):d.qsa?t.querySelectorAll(e):void 0}:function(e,t){var n,r=[],i=0,o=t.getElementsByTagName(e);if("*"===e){while(n=o[i++])1===n.nodeType&&r.push(n);return r}return o},b.find.CLASS=d.getElementsByClassName&&function(e,t){if("undefined"!=typeof t.getElementsByClassName&&E)return t.getElementsByClassName(e)},s=[],v=[],(d.qsa=K.test(C.querySelectorAll))&&(ce(function(e){var t;a.appendChild(e).innerHTML="<a id='"+S+"'></a><select id='"+S+"-\r\\' msallowcapture=''><option selected=''></option></select>",e.querySelectorAll("[msallowcapture^='']").length&&v.push("[*^$]="+M+"*(?:''|\"\")"),e.querySelectorAll("[selected]").length||v.push("\\["+M+"*(?:value|"+R+")"),e.querySelectorAll("[id~="+S+"-]").length||v.push("~="),(t=C.createElement("input")).setAttribute("name",""),e.appendChild(t),e.querySelectorAll("[name='']").length||v.push("\\["+M+"*name"+M+"*="+M+"*(?:''|\"\")"),e.querySelectorAll(":checked").length||v.push(":checked"),e.querySelectorAll("a#"+S+"+*").length||v.push(".#.+[+~]"),e.querySelectorAll("\\\f"),v.push("[\\r\\n\\f]")}),ce(function(e){e.innerHTML="<a href='' disabled='disabled'></a><select disabled='disabled'><option/></select>";var t=C.createElement("input");t.setAttribute("type","hidden"),e.appendChild(t).setAttribute("name","D"),e.querySelectorAll("[name=d]").length&&v.push("name"+M+"*[*^$|!~]?="),2!==e.querySelectorAll(":enabled").length&&v.push(":enabled",":disabled"),a.appendChild(e).disabled=!0,2!==e.querySelectorAll(":disabled").length&&v.push(":enabled",":disabled"),e.querySelectorAll("*,:x"),v.push(",.*:")})),(d.matchesSelector=K.test(c=a.matches||a.webkitMatchesSelector||a.mozMatchesSelector||a.oMatchesSelector||a.msMatchesSelector))&&ce(function(e){d.disconnectedMatch=c.call(e,"*"),c.call(e,"[s!='']:x"),s.push("!=",F)}),v=v.length&&new RegExp(v.join("|")),s=s.length&&new RegExp(s.join("|")),t=K.test(a.compareDocumentPosition),y=t||K.test(a.contains)?function(e,t){var n=9===e.nodeType?e.documentElement:e,r=t&&t.parentNode;return e===r||!(!r||1!==r.nodeType||!(n.contains?n.contains(r):e.compareDocumentPosition&&16&e.compareDocumentPosition(r)))}:function(e,t){if(t)while(t=t.parentNode)if(t===e)return!0;return!1},j=t?function(e,t){if(e===t)return l=!0,0;var n=!e.compareDocumentPosition-!t.compareDocumentPosition;return n||(1&(n=(e.ownerDocument||e)==(t.ownerDocument||t)?e.compareDocumentPosition(t):1)||!d.sortDetached&&t.compareDocumentPosition(e)===n?e==C||e.ownerDocument==p&&y(p,e)?-1:t==C||t.ownerDocument==p&&y(p,t)?1:u?P(u,e)-P(u,t):0:4&n?-1:1)}:function(e,t){if(e===t)return l=!0,0;var n,r=0,i=e.parentNode,o=t.parentNode,a=[e],s=[t];if(!i||!o)return e==C?-1:t==C?1:i?-1:o?1:u?P(u,e)-P(u,t):0;if(i===o)return pe(e,t);n=e;while(n=n.parentNode)a.unshift(n);n=t;while(n=n.parentNode)s.unshift(n);while(a[r]===s[r])r++;return r?pe(a[r],s[r]):a[r]==p?-1:s[r]==p?1:0}),C},se.matches=function(e,t){return se(e,null,null,t)},se.matchesSelector=function(e,t){if(T(e),d.matchesSelector&&E&&!N[t+" "]&&(!s||!s.test(t))&&(!v||!v.test(t)))try{var n=c.call(e,t);if(n||d.disconnectedMatch||e.document&&11!==e.document.nodeType)return n}catch(e){N(t,!0)}return 0<se(t,C,null,[e]).length},se.contains=function(e,t){return(e.ownerDocument||e)!=C&&T(e),y(e,t)},se.attr=function(e,t){(e.ownerDocument||e)!=C&&T(e);var n=b.attrHandle[t.toLowerCase()],r=n&&D.call(b.attrHandle,t.toLowerCase())?n(e,t,!E):void 0;return void 0!==r?r:d.attributes||!E?e.getAttribute(t):(r=e.getAttributeNode(t))&&r.specified?r.value:null},se.escape=function(e){return(e+"").replace(re,ie)},se.error=function(e){throw new Error("Syntax error, unrecognized expression: "+e)},se.uniqueSort=function(e){var t,n=[],r=0,i=0;if(l=!d.detectDuplicates,u=!d.sortStable&&e.slice(0),e.sort(j),l){while(t=e[i++])t===e[i]&&(r=n.push(i));while(r--)e.splice(n[r],1)}return u=null,e},o=se.getText=function(e){var t,n="",r=0,i=e.nodeType;if(i){if(1===i||9===i||11===i){if("string"==typeof e.textContent)return e.textContent;for(e=e.firstChild;e;e=e.nextSibling)n+=o(e)}else if(3===i||4===i)return e.nodeValue}else while(t=e[r++])n+=o(t);return n},(b=se.selectors={cacheLength:50,createPseudo:le,match:G,attrHandle:{},find:{},relative:{">":{dir:"parentNode",first:!0}," ":{dir:"parentNode"},"+":{dir:"previousSibling",first:!0},"~":{dir:"previousSibling"}},preFilter:{ATTR:function(e){return e[1]=e[1].replace(te,ne),e[3]=(e[3]||e[4]||e[5]||"").replace(te,ne),"~="===e[2]&&(e[3]=" "+e[3]+" "),e.slice(0,4)},CHILD:function(e){return e[1]=e[1].toLowerCase(),"nth"===e[1].slice(0,3)?(e[3]||se.error(e[0]),e[4]=+(e[4]?e[5]+(e[6]||1):2*("even"===e[3]||"odd"===e[3])),e[5]=+(e[7]+e[8]||"odd"===e[3])):e[3]&&se.error(e[0]),e},PSEUDO:function(e){var t,n=!e[6]&&e[2];return G.CHILD.test(e[0])?null:(e[3]?e[2]=e[4]||e[5]||"":n&&X.test(n)&&(t=h(n,!0))&&(t=n.indexOf(")",n.length-t)-n.length)&&(e[0]=e[0].slice(0,t),e[2]=n.slice(0,t)),e.slice(0,3))}},filter:{TAG:function(e){var t=e.replace(te,ne).toLowerCase();return"*"===e?function(){return!0}:function(e){return e.nodeName&&e.nodeName.toLowerCase()===t}},CLASS:function(e){var t=m[e+" "];return t||(t=new RegExp("(^|"+M+")"+e+"("+M+"|$)"))&&m(e,function(e){return t.test("string"==typeof e.className&&e.className||"undefined"!=typeof e.getAttribute&&e.getAttribute("class")||"")})},ATTR:function(n,r,i){return function(e){var t=se.attr(e,n);return null==t?"!="===r:!r||(t+="","="===r?t===i:"!="===r?t!==i:"^="===r?i&&0===t.indexOf(i):"*="===r?i&&-1<t.indexOf(i):"$="===r?i&&t.slice(-i.length)===i:"~="===r?-1<(" "+t.replace(B," ")+" ").indexOf(i):"|="===r&&(t===i||t.slice(0,i.length+1)===i+"-"))}},CHILD:function(h,e,t,g,v){var y="nth"!==h.slice(0,3),m="last"!==h.slice(-4),x="of-type"===e;return 1===g&&0===v?function(e){return!!e.parentNode}:function(e,t,n){var r,i,o,a,s,u,l=y!==m?"nextSibling":"previousSibling",c=e.parentNode,f=x&&e.nodeName.toLowerCase(),p=!n&&!x,d=!1;if(c){if(y){while(l){a=e;while(a=a[l])if(x?a.nodeName.toLowerCase()===f:1===a.nodeType)return!1;u=l="only"===h&&!u&&"nextSibling"}return!0}if(u=[m?c.firstChild:c.lastChild],m&&p){d=(s=(r=(i=(o=(a=c)[S]||(a[S]={}))[a.uniqueID]||(o[a.uniqueID]={}))[h]||[])[0]===k&&r[1])&&r[2],a=s&&c.childNodes[s];while(a=++s&&a&&a[l]||(d=s=0)||u.pop())if(1===a.nodeType&&++d&&a===e){i[h]=[k,s,d];break}}else if(p&&(d=s=(r=(i=(o=(a=e)[S]||(a[S]={}))[a.uniqueID]||(o[a.uniqueID]={}))[h]||[])[0]===k&&r[1]),!1===d)while(a=++s&&a&&a[l]||(d=s=0)||u.pop())if((x?a.nodeName.toLowerCase()===f:1===a.nodeType)&&++d&&(p&&((i=(o=a[S]||(a[S]={}))[a.uniqueID]||(o[a.uniqueID]={}))[h]=[k,d]),a===e))break;return(d-=v)===g||d%g==0&&0<=d/g}}},PSEUDO:function(e,o){var t,a=b.pseudos[e]||b.setFilters[e.toLowerCase()]||se.error("unsupported pseudo: "+e);return a[S]?a(o):1<a.length?(t=[e,e,"",o],b.setFilters.hasOwnProperty(e.toLowerCase())?le(function(e,t){var n,r=a(e,o),i=r.length;while(i--)e[n=P(e,r[i])]=!(t[n]=r[i])}):function(e){return a(e,0,t)}):a}},pseudos:{not:le(function(e){var r=[],i=[],s=f(e.replace($,"$1"));return s[S]?le(function(e,t,n,r){var i,o=s(e,null,r,[]),a=e.length;while(a--)(i=o[a])&&(e[a]=!(t[a]=i))}):function(e,t,n){return r[0]=e,s(r,null,n,i),r[0]=null,!i.pop()}}),has:le(function(t){return function(e){return 0<se(t,e).length}}),contains:le(function(t){return t=t.replace(te,ne),function(e){return-1<(e.textContent||o(e)).indexOf(t)}}),lang:le(function(n){return V.test(n||"")||se.error("unsupported lang: "+n),n=n.replace(te,ne).toLowerCase(),function(e){var t;do{if(t=E?e.lang:e.getAttribute("xml:lang")||e.getAttribute("lang"))return(t=t.toLowerCase())===n||0===t.indexOf(n+"-")}while((e=e.parentNode)&&1===e.nodeType);return!1}}),target:function(e){var t=n.location&&n.location.hash;return t&&t.slice(1)===e.id},root:function(e){return e===a},focus:function(e){return e===C.activeElement&&(!C.hasFocus||C.hasFocus())&&!!(e.type||e.href||~e.tabIndex)},enabled:ge(!1),disabled:ge(!0),checked:function(e){var t=e.nodeName.toLowerCase();return"input"===t&&!!e.checked||"option"===t&&!!e.selected},selected:function(e){return e.parentNode&&e.parentNode.selectedIndex,!0===e.selected},empty:function(e){for(e=e.firstChild;e;e=e.nextSibling)if(e.nodeType<6)return!1;return!0},parent:function(e){return!b.pseudos.empty(e)},header:function(e){return J.test(e.nodeName)},input:function(e){return Q.test(e.nodeName)},button:function(e){var t=e.nodeName.toLowerCase();return"input"===t&&"button"===e.type||"button"===t},text:function(e){var t;return"input"===e.nodeName.toLowerCase()&&"text"===e.type&&(null==(t=e.getAttribute("type"))||"text"===t.toLowerCase())},first:ve(function(){return[0]}),last:ve(function(e,t){return[t-1]}),eq:ve(function(e,t,n){return[n<0?n+t:n]}),even:ve(function(e,t){for(var n=0;n<t;n+=2)e.push(n);return e}),odd:ve(function(e,t){for(var n=1;n<t;n+=2)e.push(n);return e}),lt:ve(function(e,t,n){for(var r=n<0?n+t:t<n?t:n;0<=--r;)e.push(r);return e}),gt:ve(function(e,t,n){for(var r=n<0?n+t:n;++r<t;)e.push(r);return e})}}).pseudos.nth=b.pseudos.eq,{radio:!0,checkbox:!0,file:!0,password:!0,image:!0})b.pseudos[e]=de(e);for(e in{submit:!0,reset:!0})b.pseudos[e]=he(e);function me(){}function xe(e){for(var t=0,n=e.length,r="";t<n;t++)r+=e[t].value;return r}function be(s,e,t){var u=e.dir,l=e.next,c=l||u,f=t&&"parentNode"===c,p=r++;return e.first?function(e,t,n){while(e=e[u])if(1===e.nodeType||f)return s(e,t,n);return!1}:function(e,t,n){var r,i,o,a=[k,p];if(n){while(e=e[u])if((1===e.nodeType||f)&&s(e,t,n))return!0}else while(e=e[u])if(1===e.nodeType||f)if(i=(o=e[S]||(e[S]={}))[e.uniqueID]||(o[e.uniqueID]={}),l&&l===e.nodeName.toLowerCase())e=e[u]||e;else{if((r=i[c])&&r[0]===k&&r[1]===p)return a[2]=r[2];if((i[c]=a)[2]=s(e,t,n))return!0}return!1}}function we(i){return 1<i.length?function(e,t,n){var r=i.length;while(r--)if(!i[r](e,t,n))return!1;return!0}:i[0]}function Te(e,t,n,r,i){for(var o,a=[],s=0,u=e.length,l=null!=t;s<u;s++)(o=e[s])&&(n&&!n(o,r,i)||(a.push(o),l&&t.push(s)));return a}function Ce(d,h,g,v,y,e){return v&&!v[S]&&(v=Ce(v)),y&&!y[S]&&(y=Ce(y,e)),le(function(e,t,n,r){var i,o,a,s=[],u=[],l=t.length,c=e||function(e,t,n){for(var r=0,i=t.length;r<i;r++)se(e,t[r],n);return n}(h||"*",n.nodeType?[n]:n,[]),f=!d||!e&&h?c:Te(c,s,d,n,r),p=g?y||(e?d:l||v)?[]:t:f;if(g&&g(f,p,n,r),v){i=Te(p,u),v(i,[],n,r),o=i.length;while(o--)(a=i[o])&&(p[u[o]]=!(f[u[o]]=a))}if(e){if(y||d){if(y){i=[],o=p.length;while(o--)(a=p[o])&&i.push(f[o]=a);y(null,p=[],i,r)}o=p.length;while(o--)(a=p[o])&&-1<(i=y?P(e,a):s[o])&&(e[i]=!(t[i]=a))}}else p=Te(p===t?p.splice(l,p.length):p),y?y(null,t,p,r):H.apply(t,p)})}function Ee(e){for(var i,t,n,r=e.length,o=b.relative[e[0].type],a=o||b.relative[" "],s=o?1:0,u=be(function(e){return e===i},a,!0),l=be(function(e){return-1<P(i,e)},a,!0),c=[function(e,t,n){var r=!o&&(n||t!==w)||((i=t).nodeType?u(e,t,n):l(e,t,n));return i=null,r}];s<r;s++)if(t=b.relative[e[s].type])c=[be(we(c),t)];else{if((t=b.filter[e[s].type].apply(null,e[s].matches))[S]){for(n=++s;n<r;n++)if(b.relative[e[n].type])break;return Ce(1<s&&we(c),1<s&&xe(e.slice(0,s-1).concat({value:" "===e[s-2].type?"*":""})).replace($,"$1"),t,s<n&&Ee(e.slice(s,n)),n<r&&Ee(e=e.slice(n)),n<r&&xe(e))}c.push(t)}return we(c)}return me.prototype=b.filters=b.pseudos,b.setFilters=new me,h=se.tokenize=function(e,t){var n,r,i,o,a,s,u,l=x[e+" "];if(l)return t?0:l.slice(0);a=e,s=[],u=b.preFilter;while(a){for(o in n&&!(r=_.exec(a))||(r&&(a=a.slice(r[0].length)||a),s.push(i=[])),n=!1,(r=z.exec(a))&&(n=r.shift(),i.push({value:n,type:r[0].replace($," ")}),a=a.slice(n.length)),b.filter)!(r=G[o].exec(a))||u[o]&&!(r=u[o](r))||(n=r.shift(),i.push({value:n,type:o,matches:r}),a=a.slice(n.length));if(!n)break}return t?a.length:a?se.error(e):x(e,s).slice(0)},f=se.compile=function(e,t){var n,v,y,m,x,r,i=[],o=[],a=A[e+" "];if(!a){t||(t=h(e)),n=t.length;while(n--)(a=Ee(t[n]))[S]?i.push(a):o.push(a);(a=A(e,(v=o,m=0<(y=i).length,x=0<v.length,r=function(e,t,n,r,i){var o,a,s,u=0,l="0",c=e&&[],f=[],p=w,d=e||x&&b.find.TAG("*",i),h=k+=null==p?1:Math.random()||.1,g=d.length;for(i&&(w=t==C||t||i);l!==g&&null!=(o=d[l]);l++){if(x&&o){a=0,t||o.ownerDocument==C||(T(o),n=!E);while(s=v[a++])if(s(o,t||C,n)){r.push(o);break}i&&(k=h)}m&&((o=!s&&o)&&u--,e&&c.push(o))}if(u+=l,m&&l!==u){a=0;while(s=y[a++])s(c,f,t,n);if(e){if(0<u)while(l--)c[l]||f[l]||(f[l]=q.call(r));f=Te(f)}H.apply(r,f),i&&!e&&0<f.length&&1<u+y.length&&se.uniqueSort(r)}return i&&(k=h,w=p),c},m?le(r):r))).selector=e}return a},g=se.select=function(e,t,n,r){var i,o,a,s,u,l="function"==typeof e&&e,c=!r&&h(e=l.selector||e);if(n=n||[],1===c.length){if(2<(o=c[0]=c[0].slice(0)).length&&"ID"===(a=o[0]).type&&9===t.nodeType&&E&&b.relative[o[1].type]){if(!(t=(b.find.ID(a.matches[0].replace(te,ne),t)||[])[0]))return n;l&&(t=t.parentNode),e=e.slice(o.shift().value.length)}i=G.needsContext.test(e)?0:o.length;while(i--){if(a=o[i],b.relative[s=a.type])break;if((u=b.find[s])&&(r=u(a.matches[0].replace(te,ne),ee.test(o[0].type)&&ye(t.parentNode)||t))){if(o.splice(i,1),!(e=r.length&&xe(o)))return H.apply(n,r),n;break}}}return(l||f(e,c))(r,t,!E,n,!t||ee.test(e)&&ye(t.parentNode)||t),n},d.sortStable=S.split("").sort(j).join("")===S,d.detectDuplicates=!!l,T(),d.sortDetached=ce(function(e){return 1&e.compareDocumentPosition(C.createElement("fieldset"))}),ce(function(e){return e.innerHTML="<a href='#'></a>","#"===e.firstChild.getAttribute("href")})||fe("type|href|height|width",function(e,t,n){if(!n)return e.getAttribute(t,"type"===t.toLowerCase()?1:2)}),d.attributes&&ce(function(e){return e.innerHTML="<input/>",e.firstChild.setAttribute("value",""),""===e.firstChild.getAttribute("value")})||fe("value",function(e,t,n){if(!n&&"input"===e.nodeName.toLowerCase())return e.defaultValue}),ce(function(e){return null==e.getAttribute("disabled")})||fe(R,function(e,t,n){var r;if(!n)return!0===e[t]?t.toLowerCase():(r=e.getAttributeNode(t))&&r.specified?r.value:null}),se}(C);S.find=d,S.expr=d.selectors,S.expr[":"]=S.expr.pseudos,S.uniqueSort=S.unique=d.uniqueSort,S.text=d.getText,S.isXMLDoc=d.isXML,S.contains=d.contains,S.escapeSelector=d.escape;var h=function(e,t,n){var r=[],i=void 0!==n;while((e=e[t])&&9!==e.nodeType)if(1===e.nodeType){if(i&&S(e).is(n))break;r.push(e)}return r},T=function(e,t){for(var n=[];e;e=e.nextSibling)1===e.nodeType&&e!==t&&n.push(e);return n},k=S.expr.match.needsContext;function A(e,t){return e.nodeName&&e.nodeName.toLowerCase()===t.toLowerCase()}var N=/^<([a-z][^\/\0>:\x20\t\r\n\f]*)[\x20\t\r\n\f]*\/?>(?:<\/\1>|)$/i;function j(e,n,r){return m(n)?S.grep(e,function(e,t){return!!n.call(e,t,e)!==r}):n.nodeType?S.grep(e,function(e){return e===n!==r}):"string"!=typeof n?S.grep(e,function(e){return-1<i.call(n,e)!==r}):S.filter(n,e,r)}S.filter=function(e,t,n){var r=t[0];return n&&(e=":not("+e+")"),1===t.length&&1===r.nodeType?S.find.matchesSelector(r,e)?[r]:[]:S.find.matches(e,S.grep(t,function(e){return 1===e.nodeType}))},S.fn.extend({find:function(e){var t,n,r=this.length,i=this;if("string"!=typeof e)return this.pushStack(S(e).filter(function(){for(t=0;t<r;t++)if(S.contains(i[t],this))return!0}));for(n=this.pushStack([]),t=0;t<r;t++)S.find(e,i[t],n);return 1<r?S.uniqueSort(n):n},filter:function(e){return this.pushStack(j(this,e||[],!1))},not:function(e){return this.pushStack(j(this,e||[],!0))},is:function(e){return!!j(this,"string"==typeof e&&k.test(e)?S(e):e||[],!1).length}});var D,q=/^(?:\s*(<[\w\W]+>)[^>]*|#([\w-]+))$/;(S.fn.init=function(e,t,n){var r,i;if(!e)return this;if(n=n||D,"string"==typeof e){if(!(r="<"===e[0]&&">"===e[e.length-1]&&3<=e.length?[null,e,null]:q.exec(e))||!r[1]&&t)return!t||t.jquery?(t||n).find(e):this.constructor(t).find(e);if(r[1]){if(t=t instanceof S?t[0]:t,S.merge(this,S.parseHTML(r[1],t&&t.nodeType?t.ownerDocument||t:E,!0)),N.test(r[1])&&S.isPlainObject(t))for(r in t)m(this[r])?this[r](t[r]):this.attr(r,t[r]);return this}return(i=E.getElementById(r[2]))&&(this[0]=i,this.length=1),this}return e.nodeType?(this[0]=e,this.length=1,this):m(e)?void 0!==n.ready?n.ready(e):e(S):S.makeArray(e,this)}).prototype=S.fn,D=S(E);var L=/^(?:parents|prev(?:Until|All))/,H={children:!0,contents:!0,next:!0,prev:!0};function O(e,t){while((e=e[t])&&1!==e.nodeType);return e}S.fn.extend({has:function(e){var t=S(e,this),n=t.length;return this.filter(function(){for(var e=0;e<n;e++)if(S.contains(this,t[e]))return!0})},closest:function(e,t){var n,r=0,i=this.length,o=[],a="string"!=typeof e&&S(e);if(!k.test(e))for(;r<i;r++)for(n=this[r];n&&n!==t;n=n.parentNode)if(n.nodeType<11&&(a?-1<a.index(n):1===n.nodeType&&S.find.matchesSelector(n,e))){o.push(n);break}return this.pushStack(1<o.length?S.uniqueSort(o):o)},index:function(e){return e?"string"==typeof e?i.call(S(e),this[0]):i.call(this,e.jquery?e[0]:e):this[0]&&this[0].parentNode?this.first().prevAll().length:-1},add:function(e,t){return this.pushStack(S.uniqueSort(S.merge(this.get(),S(e,t))))},addBack:function(e){return this.add(null==e?this.prevObject:this.prevObject.filter(e))}}),S.each({parent:function(e){var t=e.parentNode;return t&&11!==t.nodeType?t:null},parents:function(e){return h(e,"parentNode")},parentsUntil:function(e,t,n){return h(e,"parentNode",n)},next:function(e){return O(e,"nextSibling")},prev:function(e){return O(e,"previousSibling")},nextAll:function(e){return h(e,"nextSibling")},prevAll:function(e){return h(e,"previousSibling")},nextUntil:function(e,t,n){return h(e,"nextSibling",n)},prevUntil:function(e,t,n){return h(e,"previousSibling",n)},siblings:function(e){return T((e.parentNode||{}).firstChild,e)},children:function(e){return T(e.firstChild)},contents:function(e){return null!=e.contentDocument&&r(e.contentDocument)?e.contentDocument:(A(e,"template")&&(e=e.content||e),S.merge([],e.childNodes))}},function(r,i){S.fn[r]=function(e,t){var n=S.map(this,i,e);return"Until"!==r.slice(-5)&&(t=e),t&&"string"==typeof t&&(n=S.filter(t,n)),1<this.length&&(H[r]||S.uniqueSort(n),L.test(r)&&n.reverse()),this.pushStack(n)}});var P=/[^\x20\t\r\n\f]+/g;function R(e){return e}function M(e){throw e}function I(e,t,n,r){var i;try{e&&m(i=e.promise)?i.call(e).done(t).fail(n):e&&m(i=e.then)?i.call(e,t,n):t.apply(void 0,[e].slice(r))}catch(e){n.apply(void 0,[e])}}S.Callbacks=function(r){var e,n;r="string"==typeof r?(e=r,n={},S.each(e.match(P)||[],function(e,t){n[t]=!0}),n):S.extend({},r);var i,t,o,a,s=[],u=[],l=-1,c=function(){for(a=a||r.once,o=i=!0;u.length;l=-1){t=u.shift();while(++l<s.length)!1===s[l].apply(t[0],t[1])&&r.stopOnFalse&&(l=s.length,t=!1)}r.memory||(t=!1),i=!1,a&&(s=t?[]:"")},f={add:function(){return s&&(t&&!i&&(l=s.length-1,u.push(t)),function n(e){S.each(e,function(e,t){m(t)?r.unique&&f.has(t)||s.push(t):t&&t.length&&"string"!==w(t)&&n(t)})}(arguments),t&&!i&&c()),this},remove:function(){return S.each(arguments,function(e,t){var n;while(-1<(n=S.inArray(t,s,n)))s.splice(n,1),n<=l&&l--}),this},has:function(e){return e?-1<S.inArray(e,s):0<s.length},empty:function(){return s&&(s=[]),this},disable:function(){return a=u=[],s=t="",this},disabled:function(){return!s},lock:function(){return a=u=[],t||i||(s=t=""),this},locked:function(){return!!a},fireWith:function(e,t){return a||(t=[e,(t=t||[]).slice?t.slice():t],u.push(t),i||c()),this},fire:function(){return f.fireWith(this,arguments),this},fired:function(){return!!o}};return f},S.extend({Deferred:function(e){var o=[["notify","progress",S.Callbacks("memory"),S.Callbacks("memory"),2],["resolve","done",S.Callbacks("once memory"),S.Callbacks("once memory"),0,"resolved"],["reject","fail",S.Callbacks("once memory"),S.Callbacks("once memory"),1,"rejected"]],i="pending",a={state:function(){return i},always:function(){return s.done(arguments).fail(arguments),this},"catch":function(e){return a.then(null,e)},pipe:function(){var i=arguments;return S.Deferred(function(r){S.each(o,function(e,t){var n=m(i[t[4]])&&i[t[4]];s[t[1]](function(){var e=n&&n.apply(this,arguments);e&&m(e.promise)?e.promise().progress(r.notify).done(r.resolve).fail(r.reject):r[t[0]+"With"](this,n?[e]:arguments)})}),i=null}).promise()},then:function(t,n,r){var u=0;function l(i,o,a,s){return function(){var n=this,r=arguments,e=function(){var e,t;if(!(i<u)){if((e=a.apply(n,r))===o.promise())throw new TypeError("Thenable self-resolution");t=e&&("object"==typeof e||"function"==typeof e)&&e.then,m(t)?s?t.call(e,l(u,o,R,s),l(u,o,M,s)):(u++,t.call(e,l(u,o,R,s),l(u,o,M,s),l(u,o,R,o.notifyWith))):(a!==R&&(n=void 0,r=[e]),(s||o.resolveWith)(n,r))}},t=s?e:function(){try{e()}catch(e){S.Deferred.exceptionHook&&S.Deferred.exceptionHook(e,t.stackTrace),u<=i+1&&(a!==M&&(n=void 0,r=[e]),o.rejectWith(n,r))}};i?t():(S.Deferred.getStackHook&&(t.stackTrace=S.Deferred.getStackHook()),C.setTimeout(t))}}return S.Deferred(function(e){o[0][3].add(l(0,e,m(r)?r:R,e.notifyWith)),o[1][3].add(l(0,e,m(t)?t:R)),o[2][3].add(l(0,e,m(n)?n:M))}).promise()},promise:function(e){return null!=e?S.extend(e,a):a}},s={};return S.each(o,function(e,t){var n=t[2],r=t[5];a[t[1]]=n.add,r&&n.add(function(){i=r},o[3-e][2].disable,o[3-e][3].disable,o[0][2].lock,o[0][3].lock),n.add(t[3].fire),s[t[0]]=function(){return s[t[0]+"With"](this===s?void 0:this,arguments),this},s[t[0]+"With"]=n.fireWith}),a.promise(s),e&&e.call(s,s),s},when:function(e){var n=arguments.length,t=n,r=Array(t),i=s.call(arguments),o=S.Deferred(),a=function(t){return function(e){r[t]=this,i[t]=1<arguments.length?s.call(arguments):e,--n||o.resolveWith(r,i)}};if(n<=1&&(I(e,o.done(a(t)).resolve,o.reject,!n),"pending"===o.state()||m(i[t]&&i[t].then)))return o.then();while(t--)I(i[t],a(t),o.reject);return o.promise()}});var W=/^(Eval|Internal|Range|Reference|Syntax|Type|URI)Error$/;S.Deferred.exceptionHook=function(e,t){C.console&&C.console.warn&&e&&W.test(e.name)&&C.console.warn("jQuery.Deferred exception: "+e.message,e.stack,t)},S.readyException=function(e){C.setTimeout(function(){throw e})};var F=S.Deferred();function B(){E.removeEventListener("DOMContentLoaded",B),C.removeEventListener("load",B),S.ready()}S.fn.ready=function(e){return F.then(e)["catch"](function(e){S.readyException(e)}),this},S.extend({isReady:!1,readyWait:1,ready:function(e){(!0===e?--S.readyWait:S.isReady)||(S.isReady=!0)!==e&&0<--S.readyWait||F.resolveWith(E,[S])}}),S.ready.then=F.then,"complete"===E.readyState||"loading"!==E.readyState&&!E.documentElement.doScroll?C.setTimeout(S.ready):(E.addEventListener("DOMContentLoaded",B),C.addEventListener("load",B));var $=function(e,t,n,r,i,o,a){var s=0,u=e.length,l=null==n;if("object"===w(n))for(s in i=!0,n)$(e,t,s,n[s],!0,o,a);else if(void 0!==r&&(i=!0,m(r)||(a=!0),l&&(a?(t.call(e,r),t=null):(l=t,t=function(e,t,n){return l.call(S(e),n)})),t))for(;s<u;s++)t(e[s],n,a?r:r.call(e[s],s,t(e[s],n)));return i?e:l?t.call(e):u?t(e[0],n):o},_=/^-ms-/,z=/-([a-z])/g;function U(e,t){return t.toUpperCase()}function X(e){return e.replace(_,"ms-").replace(z,U)}var V=function(e){return 1===e.nodeType||9===e.nodeType||!+e.nodeType};function G(){this.expando=S.expando+G.uid++}G.uid=1,G.prototype={cache:function(e){var t=e[this.expando];return t||(t={},V(e)&&(e.nodeType?e[this.expando]=t:Object.defineProperty(e,this.expando,{value:t,configurable:!0}))),t},set:function(e,t,n){var r,i=this.cache(e);if("string"==typeof t)i[X(t)]=n;else for(r in t)i[X(r)]=t[r];return i},get:function(e,t){return void 0===t?this.cache(e):e[this.expando]&&e[this.expando][X(t)]},access:function(e,t,n){return void 0===t||t&&"string"==typeof t&&void 0===n?this.get(e,t):(this.set(e,t,n),void 0!==n?n:t)},remove:function(e,t){var n,r=e[this.expando];if(void 0!==r){if(void 0!==t){n=(t=Array.isArray(t)?t.map(X):(t=X(t))in r?[t]:t.match(P)||[]).length;while(n--)delete r[t[n]]}(void 0===t||S.isEmptyObject(r))&&(e.nodeType?e[this.expando]=void 0:delete e[this.expando])}},hasData:function(e){var t=e[this.expando];return void 0!==t&&!S.isEmptyObject(t)}};var Y=new G,Q=new G,J=/^(?:\{[\w\W]*\}|\[[\w\W]*\])$/,K=/[A-Z]/g;function Z(e,t,n){var r,i;if(void 0===n&&1===e.nodeType)if(r="data-"+t.replace(K,"-$&").toLowerCase(),"string"==typeof(n=e.getAttribute(r))){try{n="true"===(i=n)||"false"!==i&&("null"===i?null:i===+i+""?+i:J.test(i)?JSON.parse(i):i)}catch(e){}Q.set(e,t,n)}else n=void 0;return n}S.extend({hasData:function(e){return Q.hasData(e)||Y.hasData(e)},data:function(e,t,n){return Q.access(e,t,n)},removeData:function(e,t){Q.remove(e,t)},_data:function(e,t,n){return Y.access(e,t,n)},_removeData:function(e,t){Y.remove(e,t)}}),S.fn.extend({data:function(n,e){var t,r,i,o=this[0],a=o&&o.attributes;if(void 0===n){if(this.length&&(i=Q.get(o),1===o.nodeType&&!Y.get(o,"hasDataAttrs"))){t=a.length;while(t--)a[t]&&0===(r=a[t].name).indexOf("data-")&&(r=X(r.slice(5)),Z(o,r,i[r]));Y.set(o,"hasDataAttrs",!0)}return i}return"object"==typeof n?this.each(function(){Q.set(this,n)}):$(this,function(e){var t;if(o&&void 0===e)return void 0!==(t=Q.get(o,n))?t:void 0!==(t=Z(o,n))?t:void 0;this.each(function(){Q.set(this,n,e)})},null,e,1<arguments.length,null,!0)},removeData:function(e){return this.each(function(){Q.remove(this,e)})}}),S.extend({queue:function(e,t,n){var r;if(e)return t=(t||"fx")+"queue",r=Y.get(e,t),n&&(!r||Array.isArray(n)?r=Y.access(e,t,S.makeArray(n)):r.push(n)),r||[]},dequeue:function(e,t){t=t||"fx";var n=S.queue(e,t),r=n.length,i=n.shift(),o=S._queueHooks(e,t);"inprogress"===i&&(i=n.shift(),r--),i&&("fx"===t&&n.unshift("inprogress"),delete o.stop,i.call(e,function(){S.dequeue(e,t)},o)),!r&&o&&o.empty.fire()},_queueHooks:function(e,t){var n=t+"queueHooks";return Y.get(e,n)||Y.access(e,n,{empty:S.Callbacks("once memory").add(function(){Y.remove(e,[t+"queue",n])})})}}),S.fn.extend({queue:function(t,n){var e=2;return"string"!=typeof t&&(n=t,t="fx",e--),arguments.length<e?S.queue(this[0],t):void 0===n?this:this.each(function(){var e=S.queue(this,t,n);S._queueHooks(this,t),"fx"===t&&"inprogress"!==e[0]&&S.dequeue(this,t)})},dequeue:function(e){return this.each(function(){S.dequeue(this,e)})},clearQueue:function(e){return this.queue(e||"fx",[])},promise:function(e,t){var n,r=1,i=S.Deferred(),o=this,a=this.length,s=function(){--r||i.resolveWith(o,[o])};"string"!=typeof e&&(t=e,e=void 0),e=e||"fx";while(a--)(n=Y.get(o[a],e+"queueHooks"))&&n.empty&&(r++,n.empty.add(s));return s(),i.promise(t)}});var ee=/[+-]?(?:\d*\.|)\d+(?:[eE][+-]?\d+|)/.source,te=new RegExp("^(?:([+-])=|)("+ee+")([a-z%]*)$","i"),ne=["Top","Right","Bottom","Left"],re=E.documentElement,ie=function(e){return S.contains(e.ownerDocument,e)},oe={composed:!0};re.getRootNode&&(ie=function(e){return S.contains(e.ownerDocument,e)||e.getRootNode(oe)===e.ownerDocument});var ae=function(e,t){return"none"===(e=t||e).style.display||""===e.style.display&&ie(e)&&"none"===S.css(e,"display")};function se(e,t,n,r){var i,o,a=20,s=r?function(){return r.cur()}:function(){return S.css(e,t,"")},u=s(),l=n&&n[3]||(S.cssNumber[t]?"":"px"),c=e.nodeType&&(S.cssNumber[t]||"px"!==l&&+u)&&te.exec(S.css(e,t));if(c&&c[3]!==l){u/=2,l=l||c[3],c=+u||1;while(a--)S.style(e,t,c+l),(1-o)*(1-(o=s()/u||.5))<=0&&(a=0),c/=o;c*=2,S.style(e,t,c+l),n=n||[]}return n&&(c=+c||+u||0,i=n[1]?c+(n[1]+1)*n[2]:+n[2],r&&(r.unit=l,r.start=c,r.end=i)),i}var ue={};function le(e,t){for(var n,r,i,o,a,s,u,l=[],c=0,f=e.length;c<f;c++)(r=e[c]).style&&(n=r.style.display,t?("none"===n&&(l[c]=Y.get(r,"display")||null,l[c]||(r.style.display="")),""===r.style.display&&ae(r)&&(l[c]=(u=a=o=void 0,a=(i=r).ownerDocument,s=i.nodeName,(u=ue[s])||(o=a.body.appendChild(a.createElement(s)),u=S.css(o,"display"),o.parentNode.removeChild(o),"none"===u&&(u="block"),ue[s]=u)))):"none"!==n&&(l[c]="none",Y.set(r,"display",n)));for(c=0;c<f;c++)null!=l[c]&&(e[c].style.display=l[c]);return e}S.fn.extend({show:function(){return le(this,!0)},hide:function(){return le(this)},toggle:function(e){return"boolean"==typeof e?e?this.show():this.hide():this.each(function(){ae(this)?S(this).show():S(this).hide()})}});var ce,fe,pe=/^(?:checkbox|radio)$/i,de=/<([a-z][^\/\0>\x20\t\r\n\f]*)/i,he=/^$|^module$|\/(?:java|ecma)script/i;ce=E.createDocumentFragment().appendChild(E.createElement("div")),(fe=E.createElement("input")).setAttribute("type","radio"),fe.setAttribute("checked","checked"),fe.setAttribute("name","t"),ce.appendChild(fe),y.checkClone=ce.cloneNode(!0).cloneNode(!0).lastChild.checked,ce.innerHTML="<textarea>x</textarea>",y.noCloneChecked=!!ce.cloneNode(!0).lastChild.defaultValue,ce.innerHTML="<option></option>",y.option=!!ce.lastChild;var ge={thead:[1,"<table>","</table>"],col:[2,"<table><colgroup>","</colgroup></table>"],tr:[2,"<table><tbody>","</tbody></table>"],td:[3,"<table><tbody><tr>","</tr></tbody></table>"],_default:[0,"",""]};function ve(e,t){var n;return n="undefined"!=typeof e.getElementsByTagName?e.getElementsByTagName(t||"*"):"undefined"!=typeof e.querySelectorAll?e.querySelectorAll(t||"*"):[],void 0===t||t&&A(e,t)?S.merge([e],n):n}function ye(e,t){for(var n=0,r=e.length;n<r;n++)Y.set(e[n],"globalEval",!t||Y.get(t[n],"globalEval"))}ge.tbody=ge.tfoot=ge.colgroup=ge.caption=ge.thead,ge.th=ge.td,y.option||(ge.optgroup=ge.option=[1,"<select multiple='multiple'>","</select>"]);var me=/<|&#?\w+;/;function xe(e,t,n,r,i){for(var o,a,s,u,l,c,f=t.createDocumentFragment(),p=[],d=0,h=e.length;d<h;d++)if((o=e[d])||0===o)if("object"===w(o))S.merge(p,o.nodeType?[o]:o);else if(me.test(o)){a=a||f.appendChild(t.createElement("div")),s=(de.exec(o)||["",""])[1].toLowerCase(),u=ge[s]||ge._default,a.innerHTML=u[1]+S.htmlPrefilter(o)+u[2],c=u[0];while(c--)a=a.lastChild;S.merge(p,a.childNodes),(a=f.firstChild).textContent=""}else p.push(t.createTextNode(o));f.textContent="",d=0;while(o=p[d++])if(r&&-1<S.inArray(o,r))i&&i.push(o);else if(l=ie(o),a=ve(f.appendChild(o),"script"),l&&ye(a),n){c=0;while(o=a[c++])he.test(o.type||"")&&n.push(o)}return f}var be=/^([^.]*)(?:\.(.+)|)/;function we(){return!0}function Te(){return!1}function Ce(e,t){return e===function(){try{return E.activeElement}catch(e){}}()==("focus"===t)}function Ee(e,t,n,r,i,o){var a,s;if("object"==typeof t){for(s in"string"!=typeof n&&(r=r||n,n=void 0),t)Ee(e,s,n,r,t[s],o);return e}if(null==r&&null==i?(i=n,r=n=void 0):null==i&&("string"==typeof n?(i=r,r=void 0):(i=r,r=n,n=void 0)),!1===i)i=Te;else if(!i)return e;return 1===o&&(a=i,(i=function(e){return S().off(e),a.apply(this,arguments)}).guid=a.guid||(a.guid=S.guid++)),e.each(function(){S.event.add(this,t,i,r,n)})}function Se(e,i,o){o?(Y.set(e,i,!1),S.event.add(e,i,{namespace:!1,handler:function(e){var t,n,r=Y.get(this,i);if(1&e.isTrigger&&this[i]){if(r.length)(S.event.special[i]||{}).delegateType&&e.stopPropagation();else if(r=s.call(arguments),Y.set(this,i,r),t=o(this,i),this[i](),r!==(n=Y.get(this,i))||t?Y.set(this,i,!1):n={},r!==n)return e.stopImmediatePropagation(),e.preventDefault(),n&&n.value}else r.length&&(Y.set(this,i,{value:S.event.trigger(S.extend(r[0],S.Event.prototype),r.slice(1),this)}),e.stopImmediatePropagation())}})):void 0===Y.get(e,i)&&S.event.add(e,i,we)}S.event={global:{},add:function(t,e,n,r,i){var o,a,s,u,l,c,f,p,d,h,g,v=Y.get(t);if(V(t)){n.handler&&(n=(o=n).handler,i=o.selector),i&&S.find.matchesSelector(re,i),n.guid||(n.guid=S.guid++),(u=v.events)||(u=v.events=Object.create(null)),(a=v.handle)||(a=v.handle=function(e){return"undefined"!=typeof S&&S.event.triggered!==e.type?S.event.dispatch.apply(t,arguments):void 0}),l=(e=(e||"").match(P)||[""]).length;while(l--)d=g=(s=be.exec(e[l])||[])[1],h=(s[2]||"").split(".").sort(),d&&(f=S.event.special[d]||{},d=(i?f.delegateType:f.bindType)||d,f=S.event.special[d]||{},c=S.extend({type:d,origType:g,data:r,handler:n,guid:n.guid,selector:i,needsContext:i&&S.expr.match.needsContext.test(i),namespace:h.join(".")},o),(p=u[d])||((p=u[d]=[]).delegateCount=0,f.setup&&!1!==f.setup.call(t,r,h,a)||t.addEventListener&&t.addEventListener(d,a)),f.add&&(f.add.call(t,c),c.handler.guid||(c.handler.guid=n.guid)),i?p.splice(p.delegateCount++,0,c):p.push(c),S.event.global[d]=!0)}},remove:function(e,t,n,r,i){var o,a,s,u,l,c,f,p,d,h,g,v=Y.hasData(e)&&Y.get(e);if(v&&(u=v.events)){l=(t=(t||"").match(P)||[""]).length;while(l--)if(d=g=(s=be.exec(t[l])||[])[1],h=(s[2]||"").split(".").sort(),d){f=S.event.special[d]||{},p=u[d=(r?f.delegateType:f.bindType)||d]||[],s=s[2]&&new RegExp("(^|\\.)"+h.join("\\.(?:.*\\.|)")+"(\\.|$)"),a=o=p.length;while(o--)c=p[o],!i&&g!==c.origType||n&&n.guid!==c.guid||s&&!s.test(c.namespace)||r&&r!==c.selector&&("**"!==r||!c.selector)||(p.splice(o,1),c.selector&&p.delegateCount--,f.remove&&f.remove.call(e,c));a&&!p.length&&(f.teardown&&!1!==f.teardown.call(e,h,v.handle)||S.removeEvent(e,d,v.handle),delete u[d])}else for(d in u)S.event.remove(e,d+t[l],n,r,!0);S.isEmptyObject(u)&&Y.remove(e,"handle events")}},dispatch:function(e){var t,n,r,i,o,a,s=new Array(arguments.length),u=S.event.fix(e),l=(Y.get(this,"events")||Object.create(null))[u.type]||[],c=S.event.special[u.type]||{};for(s[0]=u,t=1;t<arguments.length;t++)s[t]=arguments[t];if(u.delegateTarget=this,!c.preDispatch||!1!==c.preDispatch.call(this,u)){a=S.event.handlers.call(this,u,l),t=0;while((i=a[t++])&&!u.isPropagationStopped()){u.currentTarget=i.elem,n=0;while((o=i.handlers[n++])&&!u.isImmediatePropagationStopped())u.rnamespace&&!1!==o.namespace&&!u.rnamespace.test(o.namespace)||(u.handleObj=o,u.data=o.data,void 0!==(r=((S.event.special[o.origType]||{}).handle||o.handler).apply(i.elem,s))&&!1===(u.result=r)&&(u.preventDefault(),u.stopPropagation()))}return c.postDispatch&&c.postDispatch.call(this,u),u.result}},handlers:function(e,t){var n,r,i,o,a,s=[],u=t.delegateCount,l=e.target;if(u&&l.nodeType&&!("click"===e.type&&1<=e.button))for(;l!==this;l=l.parentNode||this)if(1===l.nodeType&&("click"!==e.type||!0!==l.disabled)){for(o=[],a={},n=0;n<u;n++)void 0===a[i=(r=t[n]).selector+" "]&&(a[i]=r.needsContext?-1<S(i,this).index(l):S.find(i,this,null,[l]).length),a[i]&&o.push(r);o.length&&s.push({elem:l,handlers:o})}return l=this,u<t.length&&s.push({elem:l,handlers:t.slice(u)}),s},addProp:function(t,e){Object.defineProperty(S.Event.prototype,t,{enumerable:!0,configurable:!0,get:m(e)?function(){if(this.originalEvent)return e(this.originalEvent)}:function(){if(this.originalEvent)return this.originalEvent[t]},set:function(e){Object.defineProperty(this,t,{enumerable:!0,configurable:!0,writable:!0,value:e})}})},fix:function(e){return e[S.expando]?e:new S.Event(e)},special:{load:{noBubble:!0},click:{setup:function(e){var t=this||e;return pe.test(t.type)&&t.click&&A(t,"input")&&Se(t,"click",we),!1},trigger:function(e){var t=this||e;return pe.test(t.type)&&t.click&&A(t,"input")&&Se(t,"click"),!0},_default:function(e){var t=e.target;return pe.test(t.type)&&t.click&&A(t,"input")&&Y.get(t,"click")||A(t,"a")}},beforeunload:{postDispatch:function(e){void 0!==e.result&&e.originalEvent&&(e.originalEvent.returnValue=e.result)}}}},S.removeEvent=function(e,t,n){e.removeEventListener&&e.removeEventListener(t,n)},S.Event=function(e,t){if(!(this instanceof S.Event))return new S.Event(e,t);e&&e.type?(this.originalEvent=e,this.type=e.type,this.isDefaultPrevented=e.defaultPrevented||void 0===e.defaultPrevented&&!1===e.returnValue?we:Te,this.target=e.target&&3===e.target.nodeType?e.target.parentNode:e.target,this.currentTarget=e.currentTarget,this.relatedTarget=e.relatedTarget):this.type=e,t&&S.extend(this,t),this.timeStamp=e&&e.timeStamp||Date.now(),this[S.expando]=!0},S.Event.prototype={constructor:S.Event,isDefaultPrevented:Te,isPropagationStopped:Te,isImmediatePropagationStopped:Te,isSimulated:!1,preventDefault:function(){var e=this.originalEvent;this.isDefaultPrevented=we,e&&!this.isSimulated&&e.preventDefault()},stopPropagation:function(){var e=this.originalEvent;this.isPropagationStopped=we,e&&!this.isSimulated&&e.stopPropagation()},stopImmediatePropagation:function(){var e=this.originalEvent;this.isImmediatePropagationStopped=we,e&&!this.isSimulated&&e.stopImmediatePropagation(),this.stopPropagation()}},S.each({altKey:!0,bubbles:!0,cancelable:!0,changedTouches:!0,ctrlKey:!0,detail:!0,eventPhase:!0,metaKey:!0,pageX:!0,pageY:!0,shiftKey:!0,view:!0,"char":!0,code:!0,charCode:!0,key:!0,keyCode:!0,button:!0,buttons:!0,clientX:!0,clientY:!0,offsetX:!0,offsetY:!0,pointerId:!0,pointerType:!0,screenX:!0,screenY:!0,targetTouches:!0,toElement:!0,touches:!0,which:!0},S.event.addProp),S.each({focus:"focusin",blur:"focusout"},function(e,t){S.event.special[e]={setup:function(){return Se(this,e,Ce),!1},trigger:function(){return Se(this,e),!0},_default:function(){return!0},delegateType:t}}),S.each({mouseenter:"mouseover",mouseleave:"mouseout",pointerenter:"pointerover",pointerleave:"pointerout"},function(e,i){S.event.special[e]={delegateType:i,bindType:i,handle:function(e){var t,n=e.relatedTarget,r=e.handleObj;return n&&(n===this||S.contains(this,n))||(e.type=r.origType,t=r.handler.apply(this,arguments),e.type=i),t}}}),S.fn.extend({on:function(e,t,n,r){return Ee(this,e,t,n,r)},one:function(e,t,n,r){return Ee(this,e,t,n,r,1)},off:function(e,t,n){var r,i;if(e&&e.preventDefault&&e.handleObj)return r=e.handleObj,S(e.delegateTarget).off(r.namespace?r.origType+"."+r.namespace:r.origType,r.selector,r.handler),this;if("object"==typeof e){for(i in e)this.off(i,t,e[i]);return this}return!1!==t&&"function"!=typeof t||(n=t,t=void 0),!1===n&&(n=Te),this.each(function(){S.event.remove(this,e,n,t)})}});var ke=/<script|<style|<link/i,Ae=/checked\s*(?:[^=]|=\s*.checked.)/i,Ne=/^\s*<!(?:\[CDATA\[|--)|(?:\]\]|--)>\s*$/g;function je(e,t){return A(e,"table")&&A(11!==t.nodeType?t:t.firstChild,"tr")&&S(e).children("tbody")[0]||e}function De(e){return e.type=(null!==e.getAttribute("type"))+"/"+e.type,e}function qe(e){return"true/"===(e.type||"").slice(0,5)?e.type=e.type.slice(5):e.removeAttribute("type"),e}function Le(e,t){var n,r,i,o,a,s;if(1===t.nodeType){if(Y.hasData(e)&&(s=Y.get(e).events))for(i in Y.remove(t,"handle events"),s)for(n=0,r=s[i].length;n<r;n++)S.event.add(t,i,s[i][n]);Q.hasData(e)&&(o=Q.access(e),a=S.extend({},o),Q.set(t,a))}}function He(n,r,i,o){r=g(r);var e,t,a,s,u,l,c=0,f=n.length,p=f-1,d=r[0],h=m(d);if(h||1<f&&"string"==typeof d&&!y.checkClone&&Ae.test(d))return n.each(function(e){var t=n.eq(e);h&&(r[0]=d.call(this,e,t.html())),He(t,r,i,o)});if(f&&(t=(e=xe(r,n[0].ownerDocument,!1,n,o)).firstChild,1===e.childNodes.length&&(e=t),t||o)){for(s=(a=S.map(ve(e,"script"),De)).length;c<f;c++)u=e,c!==p&&(u=S.clone(u,!0,!0),s&&S.merge(a,ve(u,"script"))),i.call(n[c],u,c);if(s)for(l=a[a.length-1].ownerDocument,S.map(a,qe),c=0;c<s;c++)u=a[c],he.test(u.type||"")&&!Y.access(u,"globalEval")&&S.contains(l,u)&&(u.src&&"module"!==(u.type||"").toLowerCase()?S._evalUrl&&!u.noModule&&S._evalUrl(u.src,{nonce:u.nonce||u.getAttribute("nonce")},l):b(u.textContent.replace(Ne,""),u,l))}return n}function Oe(e,t,n){for(var r,i=t?S.filter(t,e):e,o=0;null!=(r=i[o]);o++)n||1!==r.nodeType||S.cleanData(ve(r)),r.parentNode&&(n&&ie(r)&&ye(ve(r,"script")),r.parentNode.removeChild(r));return e}S.extend({htmlPrefilter:function(e){return e},clone:function(e,t,n){var r,i,o,a,s,u,l,c=e.cloneNode(!0),f=ie(e);if(!(y.noCloneChecked||1!==e.nodeType&&11!==e.nodeType||S.isXMLDoc(e)))for(a=ve(c),r=0,i=(o=ve(e)).length;r<i;r++)s=o[r],u=a[r],void 0,"input"===(l=u.nodeName.toLowerCase())&&pe.test(s.type)?u.checked=s.checked:"input"!==l&&"textarea"!==l||(u.defaultValue=s.defaultValue);if(t)if(n)for(o=o||ve(e),a=a||ve(c),r=0,i=o.length;r<i;r++)Le(o[r],a[r]);else Le(e,c);return 0<(a=ve(c,"script")).length&&ye(a,!f&&ve(e,"script")),c},cleanData:function(e){for(var t,n,r,i=S.event.special,o=0;void 0!==(n=e[o]);o++)if(V(n)){if(t=n[Y.expando]){if(t.events)for(r in t.events)i[r]?S.event.remove(n,r):S.removeEvent(n,r,t.handle);n[Y.expando]=void 0}n[Q.expando]&&(n[Q.expando]=void 0)}}}),S.fn.extend({detach:function(e){return Oe(this,e,!0)},remove:function(e){return Oe(this,e)},text:function(e){return $(this,function(e){return void 0===e?S.text(this):this.empty().each(function(){1!==this.nodeType&&11!==this.nodeType&&9!==this.nodeType||(this.textContent=e)})},null,e,arguments.length)},append:function(){return He(this,arguments,function(e){1!==this.nodeType&&11!==this.nodeType&&9!==this.nodeType||je(this,e).appendChild(e)})},prepend:function(){return He(this,arguments,function(e){if(1===this.nodeType||11===this.nodeType||9===this.nodeType){var t=je(this,e);t.insertBefore(e,t.firstChild)}})},before:function(){return He(this,arguments,function(e){this.parentNode&&this.parentNode.insertBefore(e,this)})},after:function(){return He(this,arguments,function(e){this.parentNode&&this.parentNode.insertBefore(e,this.nextSibling)})},empty:function(){for(var e,t=0;null!=(e=this[t]);t++)1===e.nodeType&&(S.cleanData(ve(e,!1)),e.textContent="");return this},clone:function(e,t){return e=null!=e&&e,t=null==t?e:t,this.map(function(){return S.clone(this,e,t)})},html:function(e){return $(this,function(e){var t=this[0]||{},n=0,r=this.length;if(void 0===e&&1===t.nodeType)return t.innerHTML;if("string"==typeof e&&!ke.test(e)&&!ge[(de.exec(e)||["",""])[1].toLowerCase()]){e=S.htmlPrefilter(e);try{for(;n<r;n++)1===(t=this[n]||{}).nodeType&&(S.cleanData(ve(t,!1)),t.innerHTML=e);t=0}catch(e){}}t&&this.empty().append(e)},null,e,arguments.length)},replaceWith:function(){var n=[];return He(this,arguments,function(e){var t=this.parentNode;S.inArray(this,n)<0&&(S.cleanData(ve(this)),t&&t.replaceChild(e,this))},n)}}),S.each({appendTo:"append",prependTo:"prepend",insertBefore:"before",insertAfter:"after",replaceAll:"replaceWith"},function(e,a){S.fn[e]=function(e){for(var t,n=[],r=S(e),i=r.length-1,o=0;o<=i;o++)t=o===i?this:this.clone(!0),S(r[o])[a](t),u.apply(n,t.get());return this.pushStack(n)}});var Pe=new RegExp("^("+ee+")(?!px)[a-z%]+$","i"),Re=function(e){var t=e.ownerDocument.defaultView;return t&&t.opener||(t=C),t.getComputedStyle(e)},Me=function(e,t,n){var r,i,o={};for(i in t)o[i]=e.style[i],e.style[i]=t[i];for(i in r=n.call(e),t)e.style[i]=o[i];return r},Ie=new RegExp(ne.join("|"),"i");function We(e,t,n){var r,i,o,a,s=e.style;return(n=n||Re(e))&&(""!==(a=n.getPropertyValue(t)||n[t])||ie(e)||(a=S.style(e,t)),!y.pixelBoxStyles()&&Pe.test(a)&&Ie.test(t)&&(r=s.width,i=s.minWidth,o=s.maxWidth,s.minWidth=s.maxWidth=s.width=a,a=n.width,s.width=r,s.minWidth=i,s.maxWidth=o)),void 0!==a?a+"":a}function Fe(e,t){return{get:function(){if(!e())return(this.get=t).apply(this,arguments);delete this.get}}}!function(){function e(){if(l){u.style.cssText="position:absolute;left:-11111px;width:60px;margin-top:1px;padding:0;border:0",l.style.cssText="position:relative;display:block;box-sizing:border-box;overflow:scroll;margin:auto;border:1px;padding:1px;width:60%;top:1%",re.appendChild(u).appendChild(l);var e=C.getComputedStyle(l);n="1%"!==e.top,s=12===t(e.marginLeft),l.style.right="60%",o=36===t(e.right),r=36===t(e.width),l.style.position="absolute",i=12===t(l.offsetWidth/3),re.removeChild(u),l=null}}function t(e){return Math.round(parseFloat(e))}var n,r,i,o,a,s,u=E.createElement("div"),l=E.createElement("div");l.style&&(l.style.backgroundClip="content-box",l.cloneNode(!0).style.backgroundClip="",y.clearCloneStyle="content-box"===l.style.backgroundClip,S.extend(y,{boxSizingReliable:function(){return e(),r},pixelBoxStyles:function(){return e(),o},pixelPosition:function(){return e(),n},reliableMarginLeft:function(){return e(),s},scrollboxSize:function(){return e(),i},reliableTrDimensions:function(){var e,t,n,r;return null==a&&(e=E.createElement("table"),t=E.createElement("tr"),n=E.createElement("div"),e.style.cssText="position:absolute;left:-11111px;border-collapse:separate",t.style.cssText="border:1px solid",t.style.height="1px",n.style.height="9px",n.style.display="block",re.appendChild(e).appendChild(t).appendChild(n),r=C.getComputedStyle(t),a=parseInt(r.height,10)+parseInt(r.borderTopWidth,10)+parseInt(r.borderBottomWidth,10)===t.offsetHeight,re.removeChild(e)),a}}))}();var Be=["Webkit","Moz","ms"],$e=E.createElement("div").style,_e={};function ze(e){var t=S.cssProps[e]||_e[e];return t||(e in $e?e:_e[e]=function(e){var t=e[0].toUpperCase()+e.slice(1),n=Be.length;while(n--)if((e=Be[n]+t)in $e)return e}(e)||e)}var Ue=/^(none|table(?!-c[ea]).+)/,Xe=/^--/,Ve={position:"absolute",visibility:"hidden",display:"block"},Ge={letterSpacing:"0",fontWeight:"400"};function Ye(e,t,n){var r=te.exec(t);return r?Math.max(0,r[2]-(n||0))+(r[3]||"px"):t}function Qe(e,t,n,r,i,o){var a="width"===t?1:0,s=0,u=0;if(n===(r?"border":"content"))return 0;for(;a<4;a+=2)"margin"===n&&(u+=S.css(e,n+ne[a],!0,i)),r?("content"===n&&(u-=S.css(e,"padding"+ne[a],!0,i)),"margin"!==n&&(u-=S.css(e,"border"+ne[a]+"Width",!0,i))):(u+=S.css(e,"padding"+ne[a],!0,i),"padding"!==n?u+=S.css(e,"border"+ne[a]+"Width",!0,i):s+=S.css(e,"border"+ne[a]+"Width",!0,i));return!r&&0<=o&&(u+=Math.max(0,Math.ceil(e["offset"+t[0].toUpperCase()+t.slice(1)]-o-u-s-.5))||0),u}function Je(e,t,n){var r=Re(e),i=(!y.boxSizingReliable()||n)&&"border-box"===S.css(e,"boxSizing",!1,r),o=i,a=We(e,t,r),s="offset"+t[0].toUpperCase()+t.slice(1);if(Pe.test(a)){if(!n)return a;a="auto"}return(!y.boxSizingReliable()&&i||!y.reliableTrDimensions()&&A(e,"tr")||"auto"===a||!parseFloat(a)&&"inline"===S.css(e,"display",!1,r))&&e.getClientRects().length&&(i="border-box"===S.css(e,"boxSizing",!1,r),(o=s in e)&&(a=e[s])),(a=parseFloat(a)||0)+Qe(e,t,n||(i?"border":"content"),o,r,a)+"px"}function Ke(e,t,n,r,i){return new Ke.prototype.init(e,t,n,r,i)}S.extend({cssHooks:{opacity:{get:function(e,t){if(t){var n=We(e,"opacity");return""===n?"1":n}}}},cssNumber:{animationIterationCount:!0,columnCount:!0,fillOpacity:!0,flexGrow:!0,flexShrink:!0,fontWeight:!0,gridArea:!0,gridColumn:!0,gridColumnEnd:!0,gridColumnStart:!0,gridRow:!0,gridRowEnd:!0,gridRowStart:!0,lineHeight:!0,opacity:!0,order:!0,orphans:!0,widows:!0,zIndex:!0,zoom:!0},cssProps:{},style:function(e,t,n,r){if(e&&3!==e.nodeType&&8!==e.nodeType&&e.style){var i,o,a,s=X(t),u=Xe.test(t),l=e.style;if(u||(t=ze(s)),a=S.cssHooks[t]||S.cssHooks[s],void 0===n)return a&&"get"in a&&void 0!==(i=a.get(e,!1,r))?i:l[t];"string"===(o=typeof n)&&(i=te.exec(n))&&i[1]&&(n=se(e,t,i),o="number"),null!=n&&n==n&&("number"!==o||u||(n+=i&&i[3]||(S.cssNumber[s]?"":"px")),y.clearCloneStyle||""!==n||0!==t.indexOf("background")||(l[t]="inherit"),a&&"set"in a&&void 0===(n=a.set(e,n,r))||(u?l.setProperty(t,n):l[t]=n))}},css:function(e,t,n,r){var i,o,a,s=X(t);return Xe.test(t)||(t=ze(s)),(a=S.cssHooks[t]||S.cssHooks[s])&&"get"in a&&(i=a.get(e,!0,n)),void 0===i&&(i=We(e,t,r)),"normal"===i&&t in Ge&&(i=Ge[t]),""===n||n?(o=parseFloat(i),!0===n||isFinite(o)?o||0:i):i}}),S.each(["height","width"],function(e,u){S.cssHooks[u]={get:function(e,t,n){if(t)return!Ue.test(S.css(e,"display"))||e.getClientRects().length&&e.getBoundingClientRect().width?Je(e,u,n):Me(e,Ve,function(){return Je(e,u,n)})},set:function(e,t,n){var r,i=Re(e),o=!y.scrollboxSize()&&"absolute"===i.position,a=(o||n)&&"border-box"===S.css(e,"boxSizing",!1,i),s=n?Qe(e,u,n,a,i):0;return a&&o&&(s-=Math.ceil(e["offset"+u[0].toUpperCase()+u.slice(1)]-parseFloat(i[u])-Qe(e,u,"border",!1,i)-.5)),s&&(r=te.exec(t))&&"px"!==(r[3]||"px")&&(e.style[u]=t,t=S.css(e,u)),Ye(0,t,s)}}}),S.cssHooks.marginLeft=Fe(y.reliableMarginLeft,function(e,t){if(t)return(parseFloat(We(e,"marginLeft"))||e.getBoundingClientRect().left-Me(e,{marginLeft:0},function(){return e.getBoundingClientRect().left}))+"px"}),S.each({margin:"",padding:"",border:"Width"},function(i,o){S.cssHooks[i+o]={expand:function(e){for(var t=0,n={},r="string"==typeof e?e.split(" "):[e];t<4;t++)n[i+ne[t]+o]=r[t]||r[t-2]||r[0];return n}},"margin"!==i&&(S.cssHooks[i+o].set=Ye)}),S.fn.extend({css:function(e,t){return $(this,function(e,t,n){var r,i,o={},a=0;if(Array.isArray(t)){for(r=Re(e),i=t.length;a<i;a++)o[t[a]]=S.css(e,t[a],!1,r);return o}return void 0!==n?S.style(e,t,n):S.css(e,t)},e,t,1<arguments.length)}}),((S.Tween=Ke).prototype={constructor:Ke,init:function(e,t,n,r,i,o){this.elem=e,this.prop=n,this.easing=i||S.easing._default,this.options=t,this.start=this.now=this.cur(),this.end=r,this.unit=o||(S.cssNumber[n]?"":"px")},cur:function(){var e=Ke.propHooks[this.prop];return e&&e.get?e.get(this):Ke.propHooks._default.get(this)},run:function(e){var t,n=Ke.propHooks[this.prop];return this.options.duration?this.pos=t=S.easing[this.easing](e,this.options.duration*e,0,1,this.options.duration):this.pos=t=e,this.now=(this.end-this.start)*t+this.start,this.options.step&&this.options.step.call(this.elem,this.now,this),n&&n.set?n.set(this):Ke.propHooks._default.set(this),this}}).init.prototype=Ke.prototype,(Ke.propHooks={_default:{get:function(e){var t;return 1!==e.elem.nodeType||null!=e.elem[e.prop]&&null==e.elem.style[e.prop]?e.elem[e.prop]:(t=S.css(e.elem,e.prop,""))&&"auto"!==t?t:0},set:function(e){S.fx.step[e.prop]?S.fx.step[e.prop](e):1!==e.elem.nodeType||!S.cssHooks[e.prop]&&null==e.elem.style[ze(e.prop)]?e.elem[e.prop]=e.now:S.style(e.elem,e.prop,e.now+e.unit)}}}).scrollTop=Ke.propHooks.scrollLeft={set:function(e){e.elem.nodeType&&e.elem.parentNode&&(e.elem[e.prop]=e.now)}},S.easing={linear:function(e){return e},swing:function(e){return.5-Math.cos(e*Math.PI)/2},_default:"swing"},S.fx=Ke.prototype.init,S.fx.step={};var Ze,et,tt,nt,rt=/^(?:toggle|show|hide)$/,it=/queueHooks$/;function ot(){et&&(!1===E.hidden&&C.requestAnimationFrame?C.requestAnimationFrame(ot):C.setTimeout(ot,S.fx.interval),S.fx.tick())}function at(){return C.setTimeout(function(){Ze=void 0}),Ze=Date.now()}function st(e,t){var n,r=0,i={height:e};for(t=t?1:0;r<4;r+=2-t)i["margin"+(n=ne[r])]=i["padding"+n]=e;return t&&(i.opacity=i.width=e),i}function ut(e,t,n){for(var r,i=(lt.tweeners[t]||[]).concat(lt.tweeners["*"]),o=0,a=i.length;o<a;o++)if(r=i[o].call(n,t,e))return r}function lt(o,e,t){var n,a,r=0,i=lt.prefilters.length,s=S.Deferred().always(function(){delete u.elem}),u=function(){if(a)return!1;for(var e=Ze||at(),t=Math.max(0,l.startTime+l.duration-e),n=1-(t/l.duration||0),r=0,i=l.tweens.length;r<i;r++)l.tweens[r].run(n);return s.notifyWith(o,[l,n,t]),n<1&&i?t:(i||s.notifyWith(o,[l,1,0]),s.resolveWith(o,[l]),!1)},l=s.promise({elem:o,props:S.extend({},e),opts:S.extend(!0,{specialEasing:{},easing:S.easing._default},t),originalProperties:e,originalOptions:t,startTime:Ze||at(),duration:t.duration,tweens:[],createTween:function(e,t){var n=S.Tween(o,l.opts,e,t,l.opts.specialEasing[e]||l.opts.easing);return l.tweens.push(n),n},stop:function(e){var t=0,n=e?l.tweens.length:0;if(a)return this;for(a=!0;t<n;t++)l.tweens[t].run(1);return e?(s.notifyWith(o,[l,1,0]),s.resolveWith(o,[l,e])):s.rejectWith(o,[l,e]),this}}),c=l.props;for(!function(e,t){var n,r,i,o,a;for(n in e)if(i=t[r=X(n)],o=e[n],Array.isArray(o)&&(i=o[1],o=e[n]=o[0]),n!==r&&(e[r]=o,delete e[n]),(a=S.cssHooks[r])&&"expand"in a)for(n in o=a.expand(o),delete e[r],o)n in e||(e[n]=o[n],t[n]=i);else t[r]=i}(c,l.opts.specialEasing);r<i;r++)if(n=lt.prefilters[r].call(l,o,c,l.opts))return m(n.stop)&&(S._queueHooks(l.elem,l.opts.queue).stop=n.stop.bind(n)),n;return S.map(c,ut,l),m(l.opts.start)&&l.opts.start.call(o,l),l.progress(l.opts.progress).done(l.opts.done,l.opts.complete).fail(l.opts.fail).always(l.opts.always),S.fx.timer(S.extend(u,{elem:o,anim:l,queue:l.opts.queue})),l}S.Animation=S.extend(lt,{tweeners:{"*":[function(e,t){var n=this.createTween(e,t);return se(n.elem,e,te.exec(t),n),n}]},tweener:function(e,t){m(e)?(t=e,e=["*"]):e=e.match(P);for(var n,r=0,i=e.length;r<i;r++)n=e[r],lt.tweeners[n]=lt.tweeners[n]||[],lt.tweeners[n].unshift(t)},prefilters:[function(e,t,n){var r,i,o,a,s,u,l,c,f="width"in t||"height"in t,p=this,d={},h=e.style,g=e.nodeType&&ae(e),v=Y.get(e,"fxshow");for(r in n.queue||(null==(a=S._queueHooks(e,"fx")).unqueued&&(a.unqueued=0,s=a.empty.fire,a.empty.fire=function(){a.unqueued||s()}),a.unqueued++,p.always(function(){p.always(function(){a.unqueued--,S.queue(e,"fx").length||a.empty.fire()})})),t)if(i=t[r],rt.test(i)){if(delete t[r],o=o||"toggle"===i,i===(g?"hide":"show")){if("show"!==i||!v||void 0===v[r])continue;g=!0}d[r]=v&&v[r]||S.style(e,r)}if((u=!S.isEmptyObject(t))||!S.isEmptyObject(d))for(r in f&&1===e.nodeType&&(n.overflow=[h.overflow,h.overflowX,h.overflowY],null==(l=v&&v.display)&&(l=Y.get(e,"display")),"none"===(c=S.css(e,"display"))&&(l?c=l:(le([e],!0),l=e.style.display||l,c=S.css(e,"display"),le([e]))),("inline"===c||"inline-block"===c&&null!=l)&&"none"===S.css(e,"float")&&(u||(p.done(function(){h.display=l}),null==l&&(c=h.display,l="none"===c?"":c)),h.display="inline-block")),n.overflow&&(h.overflow="hidden",p.always(function(){h.overflow=n.overflow[0],h.overflowX=n.overflow[1],h.overflowY=n.overflow[2]})),u=!1,d)u||(v?"hidden"in v&&(g=v.hidden):v=Y.access(e,"fxshow",{display:l}),o&&(v.hidden=!g),g&&le([e],!0),p.done(function(){for(r in g||le([e]),Y.remove(e,"fxshow"),d)S.style(e,r,d[r])})),u=ut(g?v[r]:0,r,p),r in v||(v[r]=u.start,g&&(u.end=u.start,u.start=0))}],prefilter:function(e,t){t?lt.prefilters.unshift(e):lt.prefilters.push(e)}}),S.speed=function(e,t,n){var r=e&&"object"==typeof e?S.extend({},e):{complete:n||!n&&t||m(e)&&e,duration:e,easing:n&&t||t&&!m(t)&&t};return S.fx.off?r.duration=0:"number"!=typeof r.duration&&(r.duration in S.fx.speeds?r.duration=S.fx.speeds[r.duration]:r.duration=S.fx.speeds._default),null!=r.queue&&!0!==r.queue||(r.queue="fx"),r.old=r.complete,r.complete=function(){m(r.old)&&r.old.call(this),r.queue&&S.dequeue(this,r.queue)},r},S.fn.extend({fadeTo:function(e,t,n,r){return this.filter(ae).css("opacity",0).show().end().animate({opacity:t},e,n,r)},animate:function(t,e,n,r){var i=S.isEmptyObject(t),o=S.speed(e,n,r),a=function(){var e=lt(this,S.extend({},t),o);(i||Y.get(this,"finish"))&&e.stop(!0)};return a.finish=a,i||!1===o.queue?this.each(a):this.queue(o.queue,a)},stop:function(i,e,o){var a=function(e){var t=e.stop;delete e.stop,t(o)};return"string"!=typeof i&&(o=e,e=i,i=void 0),e&&this.queue(i||"fx",[]),this.each(function(){var e=!0,t=null!=i&&i+"queueHooks",n=S.timers,r=Y.get(this);if(t)r[t]&&r[t].stop&&a(r[t]);else for(t in r)r[t]&&r[t].stop&&it.test(t)&&a(r[t]);for(t=n.length;t--;)n[t].elem!==this||null!=i&&n[t].queue!==i||(n[t].anim.stop(o),e=!1,n.splice(t,1));!e&&o||S.dequeue(this,i)})},finish:function(a){return!1!==a&&(a=a||"fx"),this.each(function(){var e,t=Y.get(this),n=t[a+"queue"],r=t[a+"queueHooks"],i=S.timers,o=n?n.length:0;for(t.finish=!0,S.queue(this,a,[]),r&&r.stop&&r.stop.call(this,!0),e=i.length;e--;)i[e].elem===this&&i[e].queue===a&&(i[e].anim.stop(!0),i.splice(e,1));for(e=0;e<o;e++)n[e]&&n[e].finish&&n[e].finish.call(this);delete t.finish})}}),S.each(["toggle","show","hide"],function(e,r){var i=S.fn[r];S.fn[r]=function(e,t,n){return null==e||"boolean"==typeof e?i.apply(this,arguments):this.animate(st(r,!0),e,t,n)}}),S.each({slideDown:st("show"),slideUp:st("hide"),slideToggle:st("toggle"),fadeIn:{opacity:"show"},fadeOut:{opacity:"hide"},fadeToggle:{opacity:"toggle"}},function(e,r){S.fn[e]=function(e,t,n){return this.animate(r,e,t,n)}}),S.timers=[],S.fx.tick=function(){var e,t=0,n=S.timers;for(Ze=Date.now();t<n.length;t++)(e=n[t])()||n[t]!==e||n.splice(t--,1);n.length||S.fx.stop(),Ze=void 0},S.fx.timer=function(e){S.timers.push(e),S.fx.start()},S.fx.interval=13,S.fx.start=function(){et||(et=!0,ot())},S.fx.stop=function(){et=null},S.fx.speeds={slow:600,fast:200,_default:400},S.fn.delay=function(r,e){return r=S.fx&&S.fx.speeds[r]||r,e=e||"fx",this.queue(e,function(e,t){var n=C.setTimeout(e,r);t.stop=function(){C.clearTimeout(n)}})},tt=E.createElement("input"),nt=E.createElement("select").appendChild(E.createElement("option")),tt.type="checkbox",y.checkOn=""!==tt.value,y.optSelected=nt.selected,(tt=E.createElement("input")).value="t",tt.type="radio",y.radioValue="t"===tt.value;var ct,ft=S.expr.attrHandle;S.fn.extend({attr:function(e,t){return $(this,S.attr,e,t,1<arguments.length)},removeAttr:function(e){return this.each(function(){S.removeAttr(this,e)})}}),S.extend({attr:function(e,t,n){var r,i,o=e.nodeType;if(3!==o&&8!==o&&2!==o)return"undefined"==typeof e.getAttribute?S.prop(e,t,n):(1===o&&S.isXMLDoc(e)||(i=S.attrHooks[t.toLowerCase()]||(S.expr.match.bool.test(t)?ct:void 0)),void 0!==n?null===n?void S.removeAttr(e,t):i&&"set"in i&&void 0!==(r=i.set(e,n,t))?r:(e.setAttribute(t,n+""),n):i&&"get"in i&&null!==(r=i.get(e,t))?r:null==(r=S.find.attr(e,t))?void 0:r)},attrHooks:{type:{set:function(e,t){if(!y.radioValue&&"radio"===t&&A(e,"input")){var n=e.value;return e.setAttribute("type",t),n&&(e.value=n),t}}}},removeAttr:function(e,t){var n,r=0,i=t&&t.match(P);if(i&&1===e.nodeType)while(n=i[r++])e.removeAttribute(n)}}),ct={set:function(e,t,n){return!1===t?S.removeAttr(e,n):e.setAttribute(n,n),n}},S.each(S.expr.match.bool.source.match(/\w+/g),function(e,t){var a=ft[t]||S.find.attr;ft[t]=function(e,t,n){var r,i,o=t.toLowerCase();return n||(i=ft[o],ft[o]=r,r=null!=a(e,t,n)?o:null,ft[o]=i),r}});var pt=/^(?:input|select|textarea|button)$/i,dt=/^(?:a|area)$/i;function ht(e){return(e.match(P)||[]).join(" ")}function gt(e){return e.getAttribute&&e.getAttribute("class")||""}function vt(e){return Array.isArray(e)?e:"string"==typeof e&&e.match(P)||[]}S.fn.extend({prop:function(e,t){return $(this,S.prop,e,t,1<arguments.length)},removeProp:function(e){return this.each(function(){delete this[S.propFix[e]||e]})}}),S.extend({prop:function(e,t,n){var r,i,o=e.nodeType;if(3!==o&&8!==o&&2!==o)return 1===o&&S.isXMLDoc(e)||(t=S.propFix[t]||t,i=S.propHooks[t]),void 0!==n?i&&"set"in i&&void 0!==(r=i.set(e,n,t))?r:e[t]=n:i&&"get"in i&&null!==(r=i.get(e,t))?r:e[t]},propHooks:{tabIndex:{get:function(e){var t=S.find.attr(e,"tabindex");return t?parseInt(t,10):pt.test(e.nodeName)||dt.test(e.nodeName)&&e.href?0:-1}}},propFix:{"for":"htmlFor","class":"className"}}),y.optSelected||(S.propHooks.selected={get:function(e){var t=e.parentNode;return t&&t.parentNode&&t.parentNode.selectedIndex,null},set:function(e){var t=e.parentNode;t&&(t.selectedIndex,t.parentNode&&t.parentNode.selectedIndex)}}),S.each(["tabIndex","readOnly","maxLength","cellSpacing","cellPadding","rowSpan","colSpan","useMap","frameBorder","contentEditable"],function(){S.propFix[this.toLowerCase()]=this}),S.fn.extend({addClass:function(t){var e,n,r,i,o,a,s,u=0;if(m(t))return this.each(function(e){S(this).addClass(t.call(this,e,gt(this)))});if((e=vt(t)).length)while(n=this[u++])if(i=gt(n),r=1===n.nodeType&&" "+ht(i)+" "){a=0;while(o=e[a++])r.indexOf(" "+o+" ")<0&&(r+=o+" ");i!==(s=ht(r))&&n.setAttribute("class",s)}return this},removeClass:function(t){var e,n,r,i,o,a,s,u=0;if(m(t))return this.each(function(e){S(this).removeClass(t.call(this,e,gt(this)))});if(!arguments.length)return this.attr("class","");if((e=vt(t)).length)while(n=this[u++])if(i=gt(n),r=1===n.nodeType&&" "+ht(i)+" "){a=0;while(o=e[a++])while(-1<r.indexOf(" "+o+" "))r=r.replace(" "+o+" "," ");i!==(s=ht(r))&&n.setAttribute("class",s)}return this},toggleClass:function(i,t){var o=typeof i,a="string"===o||Array.isArray(i);return"boolean"==typeof t&&a?t?this.addClass(i):this.removeClass(i):m(i)?this.each(function(e){S(this).toggleClass(i.call(this,e,gt(this),t),t)}):this.each(function(){var e,t,n,r;if(a){t=0,n=S(this),r=vt(i);while(e=r[t++])n.hasClass(e)?n.removeClass(e):n.addClass(e)}else void 0!==i&&"boolean"!==o||((e=gt(this))&&Y.set(this,"__className__",e),this.setAttribute&&this.setAttribute("class",e||!1===i?"":Y.get(this,"__className__")||""))})},hasClass:function(e){var t,n,r=0;t=" "+e+" ";while(n=this[r++])if(1===n.nodeType&&-1<(" "+ht(gt(n))+" ").indexOf(t))return!0;return!1}});var yt=/\r/g;S.fn.extend({val:function(n){var r,e,i,t=this[0];return arguments.length?(i=m(n),this.each(function(e){var t;1===this.nodeType&&(null==(t=i?n.call(this,e,S(this).val()):n)?t="":"number"==typeof t?t+="":Array.isArray(t)&&(t=S.map(t,function(e){return null==e?"":e+""})),(r=S.valHooks[this.type]||S.valHooks[this.nodeName.toLowerCase()])&&"set"in r&&void 0!==r.set(this,t,"value")||(this.value=t))})):t?(r=S.valHooks[t.type]||S.valHooks[t.nodeName.toLowerCase()])&&"get"in r&&void 0!==(e=r.get(t,"value"))?e:"string"==typeof(e=t.value)?e.replace(yt,""):null==e?"":e:void 0}}),S.extend({valHooks:{option:{get:function(e){var t=S.find.attr(e,"value");return null!=t?t:ht(S.text(e))}},select:{get:function(e){var t,n,r,i=e.options,o=e.selectedIndex,a="select-one"===e.type,s=a?null:[],u=a?o+1:i.length;for(r=o<0?u:a?o:0;r<u;r++)if(((n=i[r]).selected||r===o)&&!n.disabled&&(!n.parentNode.disabled||!A(n.parentNode,"optgroup"))){if(t=S(n).val(),a)return t;s.push(t)}return s},set:function(e,t){var n,r,i=e.options,o=S.makeArray(t),a=i.length;while(a--)((r=i[a]).selected=-1<S.inArray(S.valHooks.option.get(r),o))&&(n=!0);return n||(e.selectedIndex=-1),o}}}}),S.each(["radio","checkbox"],function(){S.valHooks[this]={set:function(e,t){if(Array.isArray(t))return e.checked=-1<S.inArray(S(e).val(),t)}},y.checkOn||(S.valHooks[this].get=function(e){return null===e.getAttribute("value")?"on":e.value})}),y.focusin="onfocusin"in C;var mt=/^(?:focusinfocus|focusoutblur)$/,xt=function(e){e.stopPropagation()};S.extend(S.event,{trigger:function(e,t,n,r){var i,o,a,s,u,l,c,f,p=[n||E],d=v.call(e,"type")?e.type:e,h=v.call(e,"namespace")?e.namespace.split("."):[];if(o=f=a=n=n||E,3!==n.nodeType&&8!==n.nodeType&&!mt.test(d+S.event.triggered)&&(-1<d.indexOf(".")&&(d=(h=d.split(".")).shift(),h.sort()),u=d.indexOf(":")<0&&"on"+d,(e=e[S.expando]?e:new S.Event(d,"object"==typeof e&&e)).isTrigger=r?2:3,e.namespace=h.join("."),e.rnamespace=e.namespace?new RegExp("(^|\\.)"+h.join("\\.(?:.*\\.|)")+"(\\.|$)"):null,e.result=void 0,e.target||(e.target=n),t=null==t?[e]:S.makeArray(t,[e]),c=S.event.special[d]||{},r||!c.trigger||!1!==c.trigger.apply(n,t))){if(!r&&!c.noBubble&&!x(n)){for(s=c.delegateType||d,mt.test(s+d)||(o=o.parentNode);o;o=o.parentNode)p.push(o),a=o;a===(n.ownerDocument||E)&&p.push(a.defaultView||a.parentWindow||C)}i=0;while((o=p[i++])&&!e.isPropagationStopped())f=o,e.type=1<i?s:c.bindType||d,(l=(Y.get(o,"events")||Object.create(null))[e.type]&&Y.get(o,"handle"))&&l.apply(o,t),(l=u&&o[u])&&l.apply&&V(o)&&(e.result=l.apply(o,t),!1===e.result&&e.preventDefault());return e.type=d,r||e.isDefaultPrevented()||c._default&&!1!==c._default.apply(p.pop(),t)||!V(n)||u&&m(n[d])&&!x(n)&&((a=n[u])&&(n[u]=null),S.event.triggered=d,e.isPropagationStopped()&&f.addEventListener(d,xt),n[d](),e.isPropagationStopped()&&f.removeEventListener(d,xt),S.event.triggered=void 0,a&&(n[u]=a)),e.result}},simulate:function(e,t,n){var r=S.extend(new S.Event,n,{type:e,isSimulated:!0});S.event.trigger(r,null,t)}}),S.fn.extend({trigger:function(e,t){return this.each(function(){S.event.trigger(e,t,this)})},triggerHandler:function(e,t){var n=this[0];if(n)return S.event.trigger(e,t,n,!0)}}),y.focusin||S.each({focus:"focusin",blur:"focusout"},function(n,r){var i=function(e){S.event.simulate(r,e.target,S.event.fix(e))};S.event.special[r]={setup:function(){var e=this.ownerDocument||this.document||this,t=Y.access(e,r);t||e.addEventListener(n,i,!0),Y.access(e,r,(t||0)+1)},teardown:function(){var e=this.ownerDocument||this.document||this,t=Y.access(e,r)-1;t?Y.access(e,r,t):(e.removeEventListener(n,i,!0),Y.remove(e,r))}}});var bt=C.location,wt={guid:Date.now()},Tt=/\?/;S.parseXML=function(e){var t,n;if(!e||"string"!=typeof e)return null;try{t=(new C.DOMParser).parseFromString(e,"text/xml")}catch(e){}return n=t&&t.getElementsByTagName("parsererror")[0],t&&!n||S.error("Invalid XML: "+(n?S.map(n.childNodes,function(e){return e.textContent}).join("\n"):e)),t};var Ct=/\[\]$/,Et=/\r?\n/g,St=/^(?:submit|button|image|reset|file)$/i,kt=/^(?:input|select|textarea|keygen)/i;function At(n,e,r,i){var t;if(Array.isArray(e))S.each(e,function(e,t){r||Ct.test(n)?i(n,t):At(n+"["+("object"==typeof t&&null!=t?e:"")+"]",t,r,i)});else if(r||"object"!==w(e))i(n,e);else for(t in e)At(n+"["+t+"]",e[t],r,i)}S.param=function(e,t){var n,r=[],i=function(e,t){var n=m(t)?t():t;r[r.length]=encodeURIComponent(e)+"="+encodeURIComponent(null==n?"":n)};if(null==e)return"";if(Array.isArray(e)||e.jquery&&!S.isPlainObject(e))S.each(e,function(){i(this.name,this.value)});else for(n in e)At(n,e[n],t,i);return r.join("&")},S.fn.extend({serialize:function(){return S.param(this.serializeArray())},serializeArray:function(){return this.map(function(){var e=S.prop(this,"elements");return e?S.makeArray(e):this}).filter(function(){var e=this.type;return this.name&&!S(this).is(":disabled")&&kt.test(this.nodeName)&&!St.test(e)&&(this.checked||!pe.test(e))}).map(function(e,t){var n=S(this).val();return null==n?null:Array.isArray(n)?S.map(n,function(e){return{name:t.name,value:e.replace(Et,"\r\n")}}):{name:t.name,value:n.replace(Et,"\r\n")}}).get()}});var Nt=/%20/g,jt=/#.*$/,Dt=/([?&])_=[^&]*/,qt=/^(.*?):[ \t]*([^\r\n]*)$/gm,Lt=/^(?:GET|HEAD)$/,Ht=/^\/\//,Ot={},Pt={},Rt="*/".concat("*"),Mt=E.createElement("a");function It(o){return function(e,t){"string"!=typeof e&&(t=e,e="*");var n,r=0,i=e.toLowerCase().match(P)||[];if(m(t))while(n=i[r++])"+"===n[0]?(n=n.slice(1)||"*",(o[n]=o[n]||[]).unshift(t)):(o[n]=o[n]||[]).push(t)}}function Wt(t,i,o,a){var s={},u=t===Pt;function l(e){var r;return s[e]=!0,S.each(t[e]||[],function(e,t){var n=t(i,o,a);return"string"!=typeof n||u||s[n]?u?!(r=n):void 0:(i.dataTypes.unshift(n),l(n),!1)}),r}return l(i.dataTypes[0])||!s["*"]&&l("*")}function Ft(e,t){var n,r,i=S.ajaxSettings.flatOptions||{};for(n in t)void 0!==t[n]&&((i[n]?e:r||(r={}))[n]=t[n]);return r&&S.extend(!0,e,r),e}Mt.href=bt.href,S.extend({active:0,lastModified:{},etag:{},ajaxSettings:{url:bt.href,type:"GET",isLocal:/^(?:about|app|app-storage|.+-extension|file|res|widget):$/.test(bt.protocol),global:!0,processData:!0,async:!0,contentType:"application/x-www-form-urlencoded; charset=UTF-8",accepts:{"*":Rt,text:"text/plain",html:"text/html",xml:"application/xml, text/xml",json:"application/json, text/javascript"},contents:{xml:/\bxml\b/,html:/\bhtml/,json:/\bjson\b/},responseFields:{xml:"responseXML",text:"responseText",json:"responseJSON"},converters:{"* text":String,"text html":!0,"text json":JSON.parse,"text xml":S.parseXML},flatOptions:{url:!0,context:!0}},ajaxSetup:function(e,t){return t?Ft(Ft(e,S.ajaxSettings),t):Ft(S.ajaxSettings,e)},ajaxPrefilter:It(Ot),ajaxTransport:It(Pt),ajax:function(e,t){"object"==typeof e&&(t=e,e=void 0),t=t||{};var c,f,p,n,d,r,h,g,i,o,v=S.ajaxSetup({},t),y=v.context||v,m=v.context&&(y.nodeType||y.jquery)?S(y):S.event,x=S.Deferred(),b=S.Callbacks("once memory"),w=v.statusCode||{},a={},s={},u="canceled",T={readyState:0,getResponseHeader:function(e){var t;if(h){if(!n){n={};while(t=qt.exec(p))n[t[1].toLowerCase()+" "]=(n[t[1].toLowerCase()+" "]||[]).concat(t[2])}t=n[e.toLowerCase()+" "]}return null==t?null:t.join(", ")},getAllResponseHeaders:function(){return h?p:null},setRequestHeader:function(e,t){return null==h&&(e=s[e.toLowerCase()]=s[e.toLowerCase()]||e,a[e]=t),this},overrideMimeType:function(e){return null==h&&(v.mimeType=e),this},statusCode:function(e){var t;if(e)if(h)T.always(e[T.status]);else for(t in e)w[t]=[w[t],e[t]];return this},abort:function(e){var t=e||u;return c&&c.abort(t),l(0,t),this}};if(x.promise(T),v.url=((e||v.url||bt.href)+"").replace(Ht,bt.protocol+"//"),v.type=t.method||t.type||v.method||v.type,v.dataTypes=(v.dataType||"*").toLowerCase().match(P)||[""],null==v.crossDomain){r=E.createElement("a");try{r.href=v.url,r.href=r.href,v.crossDomain=Mt.protocol+"//"+Mt.host!=r.protocol+"//"+r.host}catch(e){v.crossDomain=!0}}if(v.data&&v.processData&&"string"!=typeof v.data&&(v.data=S.param(v.data,v.traditional)),Wt(Ot,v,t,T),h)return T;for(i in(g=S.event&&v.global)&&0==S.active++&&S.event.trigger("ajaxStart"),v.type=v.type.toUpperCase(),v.hasContent=!Lt.test(v.type),f=v.url.replace(jt,""),v.hasContent?v.data&&v.processData&&0===(v.contentType||"").indexOf("application/x-www-form-urlencoded")&&(v.data=v.data.replace(Nt,"+")):(o=v.url.slice(f.length),v.data&&(v.processData||"string"==typeof v.data)&&(f+=(Tt.test(f)?"&":"?")+v.data,delete v.data),!1===v.cache&&(f=f.replace(Dt,"$1"),o=(Tt.test(f)?"&":"?")+"_="+wt.guid+++o),v.url=f+o),v.ifModified&&(S.lastModified[f]&&T.setRequestHeader("If-Modified-Since",S.lastModified[f]),S.etag[f]&&T.setRequestHeader("If-None-Match",S.etag[f])),(v.data&&v.hasContent&&!1!==v.contentType||t.contentType)&&T.setRequestHeader("Content-Type",v.contentType),T.setRequestHeader("Accept",v.dataTypes[0]&&v.accepts[v.dataTypes[0]]?v.accepts[v.dataTypes[0]]+("*"!==v.dataTypes[0]?", "+Rt+"; q=0.01":""):v.accepts["*"]),v.headers)T.setRequestHeader(i,v.headers[i]);if(v.beforeSend&&(!1===v.beforeSend.call(y,T,v)||h))return T.abort();if(u="abort",b.add(v.complete),T.done(v.success),T.fail(v.error),c=Wt(Pt,v,t,T)){if(T.readyState=1,g&&m.trigger("ajaxSend",[T,v]),h)return T;v.async&&0<v.timeout&&(d=C.setTimeout(function(){T.abort("timeout")},v.timeout));try{h=!1,c.send(a,l)}catch(e){if(h)throw e;l(-1,e)}}else l(-1,"No Transport");function l(e,t,n,r){var i,o,a,s,u,l=t;h||(h=!0,d&&C.clearTimeout(d),c=void 0,p=r||"",T.readyState=0<e?4:0,i=200<=e&&e<300||304===e,n&&(s=function(e,t,n){var r,i,o,a,s=e.contents,u=e.dataTypes;while("*"===u[0])u.shift(),void 0===r&&(r=e.mimeType||t.getResponseHeader("Content-Type"));if(r)for(i in s)if(s[i]&&s[i].test(r)){u.unshift(i);break}if(u[0]in n)o=u[0];else{for(i in n){if(!u[0]||e.converters[i+" "+u[0]]){o=i;break}a||(a=i)}o=o||a}if(o)return o!==u[0]&&u.unshift(o),n[o]}(v,T,n)),!i&&-1<S.inArray("script",v.dataTypes)&&S.inArray("json",v.dataTypes)<0&&(v.converters["text script"]=function(){}),s=function(e,t,n,r){var i,o,a,s,u,l={},c=e.dataTypes.slice();if(c[1])for(a in e.converters)l[a.toLowerCase()]=e.converters[a];o=c.shift();while(o)if(e.responseFields[o]&&(n[e.responseFields[o]]=t),!u&&r&&e.dataFilter&&(t=e.dataFilter(t,e.dataType)),u=o,o=c.shift())if("*"===o)o=u;else if("*"!==u&&u!==o){if(!(a=l[u+" "+o]||l["* "+o]))for(i in l)if((s=i.split(" "))[1]===o&&(a=l[u+" "+s[0]]||l["* "+s[0]])){!0===a?a=l[i]:!0!==l[i]&&(o=s[0],c.unshift(s[1]));break}if(!0!==a)if(a&&e["throws"])t=a(t);else try{t=a(t)}catch(e){return{state:"parsererror",error:a?e:"No conversion from "+u+" to "+o}}}return{state:"success",data:t}}(v,s,T,i),i?(v.ifModified&&((u=T.getResponseHeader("Last-Modified"))&&(S.lastModified[f]=u),(u=T.getResponseHeader("etag"))&&(S.etag[f]=u)),204===e||"HEAD"===v.type?l="nocontent":304===e?l="notmodified":(l=s.state,o=s.data,i=!(a=s.error))):(a=l,!e&&l||(l="error",e<0&&(e=0))),T.status=e,T.statusText=(t||l)+"",i?x.resolveWith(y,[o,l,T]):x.rejectWith(y,[T,l,a]),T.statusCode(w),w=void 0,g&&m.trigger(i?"ajaxSuccess":"ajaxError",[T,v,i?o:a]),b.fireWith(y,[T,l]),g&&(m.trigger("ajaxComplete",[T,v]),--S.active||S.event.trigger("ajaxStop")))}return T},getJSON:function(e,t,n){return S.get(e,t,n,"json")},getScript:function(e,t){return S.get(e,void 0,t,"script")}}),S.each(["get","post"],function(e,i){S[i]=function(e,t,n,r){return m(t)&&(r=r||n,n=t,t=void 0),S.ajax(S.extend({url:e,type:i,dataType:r,data:t,success:n},S.isPlainObject(e)&&e))}}),S.ajaxPrefilter(function(e){var t;for(t in e.headers)"content-type"===t.toLowerCase()&&(e.contentType=e.headers[t]||"")}),S._evalUrl=function(e,t,n){return S.ajax({url:e,type:"GET",dataType:"script",cache:!0,async:!1,global:!1,converters:{"text script":function(){}},dataFilter:function(e){S.globalEval(e,t,n)}})},S.fn.extend({wrapAll:function(e){var t;return this[0]&&(m(e)&&(e=e.call(this[0])),t=S(e,this[0].ownerDocument).eq(0).clone(!0),this[0].parentNode&&t.insertBefore(this[0]),t.map(function(){var e=this;while(e.firstElementChild)e=e.firstElementChild;return e}).append(this)),this},wrapInner:function(n){return m(n)?this.each(function(e){S(this).wrapInner(n.call(this,e))}):this.each(function(){var e=S(this),t=e.contents();t.length?t.wrapAll(n):e.append(n)})},wrap:function(t){var n=m(t);return this.each(function(e){S(this).wrapAll(n?t.call(this,e):t)})},unwrap:function(e){return this.parent(e).not("body").each(function(){S(this).replaceWith(this.childNodes)}),this}}),S.expr.pseudos.hidden=function(e){return!S.expr.pseudos.visible(e)},S.expr.pseudos.visible=function(e){return!!(e.offsetWidth||e.offsetHeight||e.getClientRects().length)},S.ajaxSettings.xhr=function(){try{return new C.XMLHttpRequest}catch(e){}};var Bt={0:200,1223:204},$t=S.ajaxSettings.xhr();y.cors=!!$t&&"withCredentials"in $t,y.ajax=$t=!!$t,S.ajaxTransport(function(i){var o,a;if(y.cors||$t&&!i.crossDomain)return{send:function(e,t){var n,r=i.xhr();if(r.open(i.type,i.url,i.async,i.username,i.password),i.xhrFields)for(n in i.xhrFields)r[n]=i.xhrFields[n];for(n in i.mimeType&&r.overrideMimeType&&r.overrideMimeType(i.mimeType),i.crossDomain||e["X-Requested-With"]||(e["X-Requested-With"]="XMLHttpRequest"),e)r.setRequestHeader(n,e[n]);o=function(e){return function(){o&&(o=a=r.onload=r.onerror=r.onabort=r.ontimeout=r.onreadystatechange=null,"abort"===e?r.abort():"error"===e?"number"!=typeof r.status?t(0,"error"):t(r.status,r.statusText):t(Bt[r.status]||r.status,r.statusText,"text"!==(r.responseType||"text")||"string"!=typeof r.responseText?{binary:r.response}:{text:r.responseText},r.getAllResponseHeaders()))}},r.onload=o(),a=r.onerror=r.ontimeout=o("error"),void 0!==r.onabort?r.onabort=a:r.onreadystatechange=function(){4===r.readyState&&C.setTimeout(function(){o&&a()})},o=o("abort");try{r.send(i.hasContent&&i.data||null)}catch(e){if(o)throw e}},abort:function(){o&&o()}}}),S.ajaxPrefilter(function(e){e.crossDomain&&(e.contents.script=!1)}),S.ajaxSetup({accepts:{script:"text/javascript, application/javascript, application/ecmascript, application/x-ecmascript"},contents:{script:/\b(?:java|ecma)script\b/},converters:{"text script":function(e){return S.globalEval(e),e}}}),S.ajaxPrefilter("script",function(e){void 0===e.cache&&(e.cache=!1),e.crossDomain&&(e.type="GET")}),S.ajaxTransport("script",function(n){var r,i;if(n.crossDomain||n.scriptAttrs)return{send:function(e,t){r=S("<script>").attr(n.scriptAttrs||{}).prop({charset:n.scriptCharset,src:n.url}).on("load error",i=function(e){r.remove(),i=null,e&&t("error"===e.type?404:200,e.type)}),E.head.appendChild(r[0])},abort:function(){i&&i()}}});var _t,zt=[],Ut=/(=)\?(?=&|$)|\?\?/;S.ajaxSetup({jsonp:"callback",jsonpCallback:function(){var e=zt.pop()||S.expando+"_"+wt.guid++;return this[e]=!0,e}}),S.ajaxPrefilter("json jsonp",function(e,t,n){var r,i,o,a=!1!==e.jsonp&&(Ut.test(e.url)?"url":"string"==typeof e.data&&0===(e.contentType||"").indexOf("application/x-www-form-urlencoded")&&Ut.test(e.data)&&"data");if(a||"jsonp"===e.dataTypes[0])return r=e.jsonpCallback=m(e.jsonpCallback)?e.jsonpCallback():e.jsonpCallback,a?e[a]=e[a].replace(Ut,"$1"+r):!1!==e.jsonp&&(e.url+=(Tt.test(e.url)?"&":"?")+e.jsonp+"="+r),e.converters["script json"]=function(){return o||S.error(r+" was not called"),o[0]},e.dataTypes[0]="json",i=C[r],C[r]=function(){o=arguments},n.always(function(){void 0===i?S(C).removeProp(r):C[r]=i,e[r]&&(e.jsonpCallback=t.jsonpCallback,zt.push(r)),o&&m(i)&&i(o[0]),o=i=void 0}),"script"}),y.createHTMLDocument=((_t=E.implementation.createHTMLDocument("").body).innerHTML="<form></form><form></form>",2===_t.childNodes.length),S.parseHTML=function(e,t,n){return"string"!=typeof e?[]:("boolean"==typeof t&&(n=t,t=!1),t||(y.createHTMLDocument?((r=(t=E.implementation.createHTMLDocument("")).createElement("base")).href=E.location.href,t.head.appendChild(r)):t=E),o=!n&&[],(i=N.exec(e))?[t.createElement(i[1])]:(i=xe([e],t,o),o&&o.length&&S(o).remove(),S.merge([],i.childNodes)));var r,i,o},S.fn.load=function(e,t,n){var r,i,o,a=this,s=e.indexOf(" ");return-1<s&&(r=ht(e.slice(s)),e=e.slice(0,s)),m(t)?(n=t,t=void 0):t&&"object"==typeof t&&(i="POST"),0<a.length&&S.ajax({url:e,type:i||"GET",dataType:"html",data:t}).done(function(e){o=arguments,a.html(r?S("<div>").append(S.parseHTML(e)).find(r):e)}).always(n&&function(e,t){a.each(function(){n.apply(this,o||[e.responseText,t,e])})}),this},S.expr.pseudos.animated=function(t){return S.grep(S.timers,function(e){return t===e.elem}).length},S.offset={setOffset:function(e,t,n){var r,i,o,a,s,u,l=S.css(e,"position"),c=S(e),f={};"static"===l&&(e.style.position="relative"),s=c.offset(),o=S.css(e,"top"),u=S.css(e,"left"),("absolute"===l||"fixed"===l)&&-1<(o+u).indexOf("auto")?(a=(r=c.position()).top,i=r.left):(a=parseFloat(o)||0,i=parseFloat(u)||0),m(t)&&(t=t.call(e,n,S.extend({},s))),null!=t.top&&(f.top=t.top-s.top+a),null!=t.left&&(f.left=t.left-s.left+i),"using"in t?t.using.call(e,f):c.css(f)}},S.fn.extend({offset:function(t){if(arguments.length)return void 0===t?this:this.each(function(e){S.offset.setOffset(this,t,e)});var e,n,r=this[0];return r?r.getClientRects().length?(e=r.getBoundingClientRect(),n=r.ownerDocument.defaultView,{top:e.top+n.pageYOffset,left:e.left+n.pageXOffset}):{top:0,left:0}:void 0},position:function(){if(this[0]){var e,t,n,r=this[0],i={top:0,left:0};if("fixed"===S.css(r,"position"))t=r.getBoundingClientRect();else{t=this.offset(),n=r.ownerDocument,e=r.offsetParent||n.documentElement;while(e&&(e===n.body||e===n.documentElement)&&"static"===S.css(e,"position"))e=e.parentNode;e&&e!==r&&1===e.nodeType&&((i=S(e).offset()).top+=S.css(e,"borderTopWidth",!0),i.left+=S.css(e,"borderLeftWidth",!0))}return{top:t.top-i.top-S.css(r,"marginTop",!0),left:t.left-i.left-S.css(r,"marginLeft",!0)}}},offsetParent:function(){return this.map(function(){var e=this.offsetParent;while(e&&"static"===S.css(e,"position"))e=e.offsetParent;return e||re})}}),S.each({scrollLeft:"pageXOffset",scrollTop:"pageYOffset"},function(t,i){var o="pageYOffset"===i;S.fn[t]=function(e){return $(this,function(e,t,n){var r;if(x(e)?r=e:9===e.nodeType&&(r=e.defaultView),void 0===n)return r?r[i]:e[t];r?r.scrollTo(o?r.pageXOffset:n,o?n:r.pageYOffset):e[t]=n},t,e,arguments.length)}}),S.each(["top","left"],function(e,n){S.cssHooks[n]=Fe(y.pixelPosition,function(e,t){if(t)return t=We(e,n),Pe.test(t)?S(e).position()[n]+"px":t})}),S.each({Height:"height",Width:"width"},function(a,s){S.each({padding:"inner"+a,content:s,"":"outer"+a},function(r,o){S.fn[o]=function(e,t){var n=arguments.length&&(r||"boolean"!=typeof e),i=r||(!0===e||!0===t?"margin":"border");return $(this,function(e,t,n){var r;return x(e)?0===o.indexOf("outer")?e["inner"+a]:e.document.documentElement["client"+a]:9===e.nodeType?(r=e.documentElement,Math.max(e.body["scroll"+a],r["scroll"+a],e.body["offset"+a],r["offset"+a],r["client"+a])):void 0===n?S.css(e,t,i):S.style(e,t,n,i)},s,n?e:void 0,n)}})}),S.each(["ajaxStart","ajaxStop","ajaxComplete","ajaxError","ajaxSuccess","ajaxSend"],function(e,t){S.fn[t]=function(e){return this.on(t,e)}}),S.fn.extend({bind:function(e,t,n){return this.on(e,null,t,n)},unbind:function(e,t){return this.off(e,null,t)},delegate:function(e,t,n,r){return this.on(t,e,n,r)},undelegate:function(e,t,n){return 1===arguments.length?this.off(e,"**"):this.off(t,e||"**",n)},hover:function(e,t){return this.mouseenter(e).mouseleave(t||e)}}),S.each("blur focus focusin focusout resize scroll click dblclick mousedown mouseup mousemove mouseover mouseout mouseenter mouseleave change select submit keydown keypress keyup contextmenu".split(" "),function(e,n){S.fn[n]=function(e,t){return 0<arguments.length?this.on(n,null,e,t):this.trigger(n)}});var Xt=/^[\s\uFEFF\xA0]+|[\s\uFEFF\xA0]+$/g;S.proxy=function(e,t){var n,r,i;if("string"==typeof t&&(n=e[t],t=e,e=n),m(e))return r=s.call(arguments,2),(i=function(){return e.apply(t||this,r.concat(s.call(arguments)))}).guid=e.guid=e.guid||S.guid++,i},S.holdReady=function(e){e?S.readyWait++:S.ready(!0)},S.isArray=Array.isArray,S.parseJSON=JSON.parse,S.nodeName=A,S.isFunction=m,S.isWindow=x,S.camelCase=X,S.type=w,S.now=Date.now,S.isNumeric=function(e){var t=S.type(e);return("number"===t||"string"===t)&&!isNaN(e-parseFloat(e))},S.trim=function(e){return null==e?"":(e+"").replace(Xt,"")},"function"==typeof define&&define.amd&&define("jquery",[],function(){return S});var Vt=C.jQuery,Gt=C.$;return S.noConflict=function(e){return C.$===S&&(C.$=Gt),e&&C.jQuery===S&&(C.jQuery=Vt),S},"undefined"==typeof e&&(C.jQuery=C.$=S),S});
</script>
<meta name="viewport" content="width=device-width, initial-scale=1" />
<style type="text/css">html{font-family:sans-serif;-webkit-text-size-adjust:100%;-ms-text-size-adjust:100%}body{margin:0}article,aside,details,figcaption,figure,footer,header,hgroup,main,menu,nav,section,summary{display:block}audio,canvas,progress,video{display:inline-block;vertical-align:baseline}audio:not([controls]){display:none;height:0}[hidden],template{display:none}a{background-color:transparent}a:active,a:hover{outline:0}abbr[title]{border-bottom:1px dotted}b,strong{font-weight:700}dfn{font-style:italic}h1{margin:.67em 0;font-size:2em}mark{color:#000;background:#ff0}small{font-size:80%}sub,sup{position:relative;font-size:75%;line-height:0;vertical-align:baseline}sup{top:-.5em}sub{bottom:-.25em}img{border:0}svg:not(:root){overflow:hidden}figure{margin:1em 40px}hr{height:0;-webkit-box-sizing:content-box;-moz-box-sizing:content-box;box-sizing:content-box}pre{overflow:auto}code,kbd,pre,samp{font-family:monospace,monospace;font-size:1em}button,input,optgroup,select,textarea{margin:0;font:inherit;color:inherit}button{overflow:visible}button,select{text-transform:none}button,html input[type=button],input[type=reset],input[type=submit]{-webkit-appearance:button;cursor:pointer}button[disabled],html input[disabled]{cursor:default}button::-moz-focus-inner,input::-moz-focus-inner{padding:0;border:0}input{line-height:normal}input[type=checkbox],input[type=radio]{-webkit-box-sizing:border-box;-moz-box-sizing:border-box;box-sizing:border-box;padding:0}input[type=number]::-webkit-inner-spin-button,input[type=number]::-webkit-outer-spin-button{height:auto}input[type=search]{-webkit-box-sizing:content-box;-moz-box-sizing:content-box;box-sizing:content-box;-webkit-appearance:textfield}input[type=search]::-webkit-search-cancel-button,input[type=search]::-webkit-search-decoration{-webkit-appearance:none}fieldset{padding:.35em .625em .75em;margin:0 2px;border:1px solid silver}legend{padding:0;border:0}textarea{overflow:auto}optgroup{font-weight:700}table{border-spacing:0;border-collapse:collapse}td,th{padding:0}@media print{*,:after,:before{color:#000!important;text-shadow:none!important;background:0 0!important;-webkit-box-shadow:none!important;box-shadow:none!important}a,a:visited{text-decoration:underline}a[href]:after{content:" (" attr(href) ")"}abbr[title]:after{content:" (" attr(title) ")"}a[href^="javascript:"]:after,a[href^="#"]:after{content:""}blockquote,pre{border:1px solid #999;page-break-inside:avoid}thead{display:table-header-group}img,tr{page-break-inside:avoid}img{max-width:100%!important}h2,h3,p{orphans:3;widows:3}h2,h3{page-break-after:avoid}.navbar{display:none}.btn>.caret,.dropup>.btn>.caret{border-top-color:#000!important}.label{border:1px solid #000}.table{border-collapse:collapse!important}.table td,.table th{background-color:#fff!important}.table-bordered td,.table-bordered th{border:1px solid #ddd!important}}@font-face{font-family:'Glyphicons Halflings';src:url(data:application/vnd.ms-fontobject;base64,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);src:url(data:application/vnd.ms-fontobject;base64,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) format('embedded-opentype'),url(data:font/woff;base64,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) format('woff'),url(data:font/ttf;base64,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) format('truetype'),url(data:image/svg+xml;base64,<?xml version="1.0" standalone="no"?>
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd" >
<svg xmlns="http://www.w3.org/2000/svg">
<metadata></metadata>
<defs>
<font id="glyphicons_halflingsregular" horiz-adv-x="1200" >
<font-face units-per-em="1200" ascent="960" descent="-240" />
<missing-glyph horiz-adv-x="500" />
<glyph horiz-adv-x="0" />
<glyph horiz-adv-x="400" />
<glyph unicode=" " />
<glyph unicode="*" d="M600 1100q15 0 34 -1.5t30 -3.5l11 -1q10 -2 17.5 -10.5t7.5 -18.5v-224l158 158q7 7 18 8t19 -6l106 -106q7 -8 6 -19t-8 -18l-158 -158h224q10 0 18.5 -7.5t10.5 -17.5q6 -41 6 -75q0 -15 -1.5 -34t-3.5 -30l-1 -11q-2 -10 -10.5 -17.5t-18.5 -7.5h-224l158 -158 q7 -7 8 -18t-6 -19l-106 -106q-8 -7 -19 -6t-18 8l-158 158v-224q0 -10 -7.5 -18.5t-17.5 -10.5q-41 -6 -75 -6q-15 0 -34 1.5t-30 3.5l-11 1q-10 2 -17.5 10.5t-7.5 18.5v224l-158 -158q-7 -7 -18 -8t-19 6l-106 106q-7 8 -6 19t8 18l158 158h-224q-10 0 -18.5 7.5 t-10.5 17.5q-6 41 -6 75q0 15 1.5 34t3.5 30l1 11q2 10 10.5 17.5t18.5 7.5h224l-158 158q-7 7 -8 18t6 19l106 106q8 7 19 6t18 -8l158 -158v224q0 10 7.5 18.5t17.5 10.5q41 6 75 6z" />
<glyph unicode="+" d="M450 1100h200q21 0 35.5 -14.5t14.5 -35.5v-350h350q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-350v-350q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v350h-350q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5 h350v350q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xa0;" />
<glyph unicode="&#xa5;" d="M825 1100h250q10 0 12.5 -5t-5.5 -13l-364 -364q-6 -6 -11 -18h268q10 0 13 -6t-3 -14l-120 -160q-6 -8 -18 -14t-22 -6h-125v-100h275q10 0 13 -6t-3 -14l-120 -160q-6 -8 -18 -14t-22 -6h-125v-174q0 -11 -7.5 -18.5t-18.5 -7.5h-148q-11 0 -18.5 7.5t-7.5 18.5v174 h-275q-10 0 -13 6t3 14l120 160q6 8 18 14t22 6h125v100h-275q-10 0 -13 6t3 14l120 160q6 8 18 14t22 6h118q-5 12 -11 18l-364 364q-8 8 -5.5 13t12.5 5h250q25 0 43 -18l164 -164q8 -8 18 -8t18 8l164 164q18 18 43 18z" />
<glyph unicode="&#x2000;" horiz-adv-x="650" />
<glyph unicode="&#x2001;" horiz-adv-x="1300" />
<glyph unicode="&#x2002;" horiz-adv-x="650" />
<glyph unicode="&#x2003;" horiz-adv-x="1300" />
<glyph unicode="&#x2004;" horiz-adv-x="433" />
<glyph unicode="&#x2005;" horiz-adv-x="325" />
<glyph unicode="&#x2006;" horiz-adv-x="216" />
<glyph unicode="&#x2007;" horiz-adv-x="216" />
<glyph unicode="&#x2008;" horiz-adv-x="162" />
<glyph unicode="&#x2009;" horiz-adv-x="260" />
<glyph unicode="&#x200a;" horiz-adv-x="72" />
<glyph unicode="&#x202f;" horiz-adv-x="260" />
<glyph unicode="&#x205f;" horiz-adv-x="325" />
<glyph unicode="&#x20ac;" d="M744 1198q242 0 354 -189q60 -104 66 -209h-181q0 45 -17.5 82.5t-43.5 61.5t-58 40.5t-60.5 24t-51.5 7.5q-19 0 -40.5 -5.5t-49.5 -20.5t-53 -38t-49 -62.5t-39 -89.5h379l-100 -100h-300q-6 -50 -6 -100h406l-100 -100h-300q9 -74 33 -132t52.5 -91t61.5 -54.5t59 -29 t47 -7.5q22 0 50.5 7.5t60.5 24.5t58 41t43.5 61t17.5 80h174q-30 -171 -128 -278q-107 -117 -274 -117q-206 0 -324 158q-36 48 -69 133t-45 204h-217l100 100h112q1 47 6 100h-218l100 100h134q20 87 51 153.5t62 103.5q117 141 297 141z" />
<glyph unicode="&#x20bd;" d="M428 1200h350q67 0 120 -13t86 -31t57 -49.5t35 -56.5t17 -64.5t6.5 -60.5t0.5 -57v-16.5v-16.5q0 -36 -0.5 -57t-6.5 -61t-17 -65t-35 -57t-57 -50.5t-86 -31.5t-120 -13h-178l-2 -100h288q10 0 13 -6t-3 -14l-120 -160q-6 -8 -18 -14t-22 -6h-138v-175q0 -11 -5.5 -18 t-15.5 -7h-149q-10 0 -17.5 7.5t-7.5 17.5v175h-267q-10 0 -13 6t3 14l120 160q6 8 18 14t22 6h117v100h-267q-10 0 -13 6t3 14l120 160q6 8 18 14t22 6h117v475q0 10 7.5 17.5t17.5 7.5zM600 1000v-300h203q64 0 86.5 33t22.5 119q0 84 -22.5 116t-86.5 32h-203z" />
<glyph unicode="&#x2212;" d="M250 700h800q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-800q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#x231b;" d="M1000 1200v-150q0 -21 -14.5 -35.5t-35.5 -14.5h-50v-100q0 -91 -49.5 -165.5t-130.5 -109.5q81 -35 130.5 -109.5t49.5 -165.5v-150h50q21 0 35.5 -14.5t14.5 -35.5v-150h-800v150q0 21 14.5 35.5t35.5 14.5h50v150q0 91 49.5 165.5t130.5 109.5q-81 35 -130.5 109.5 t-49.5 165.5v100h-50q-21 0 -35.5 14.5t-14.5 35.5v150h800zM400 1000v-100q0 -60 32.5 -109.5t87.5 -73.5q28 -12 44 -37t16 -55t-16 -55t-44 -37q-55 -24 -87.5 -73.5t-32.5 -109.5v-150h400v150q0 60 -32.5 109.5t-87.5 73.5q-28 12 -44 37t-16 55t16 55t44 37 q55 24 87.5 73.5t32.5 109.5v100h-400z" />
<glyph unicode="&#x25fc;" horiz-adv-x="500" d="M0 0z" />
<glyph unicode="&#x2601;" d="M503 1089q110 0 200.5 -59.5t134.5 -156.5q44 14 90 14q120 0 205 -86.5t85 -206.5q0 -121 -85 -207.5t-205 -86.5h-750q-79 0 -135.5 57t-56.5 137q0 69 42.5 122.5t108.5 67.5q-2 12 -2 37q0 153 108 260.5t260 107.5z" />
<glyph unicode="&#x26fa;" d="M774 1193.5q16 -9.5 20.5 -27t-5.5 -33.5l-136 -187l467 -746h30q20 0 35 -18.5t15 -39.5v-42h-1200v42q0 21 15 39.5t35 18.5h30l468 746l-135 183q-10 16 -5.5 34t20.5 28t34 5.5t28 -20.5l111 -148l112 150q9 16 27 20.5t34 -5zM600 200h377l-182 112l-195 534v-646z " />
<glyph unicode="&#x2709;" d="M25 1100h1150q10 0 12.5 -5t-5.5 -13l-564 -567q-8 -8 -18 -8t-18 8l-564 567q-8 8 -5.5 13t12.5 5zM18 882l264 -264q8 -8 8 -18t-8 -18l-264 -264q-8 -8 -13 -5.5t-5 12.5v550q0 10 5 12.5t13 -5.5zM918 618l264 264q8 8 13 5.5t5 -12.5v-550q0 -10 -5 -12.5t-13 5.5 l-264 264q-8 8 -8 18t8 18zM818 482l364 -364q8 -8 5.5 -13t-12.5 -5h-1150q-10 0 -12.5 5t5.5 13l364 364q8 8 18 8t18 -8l164 -164q8 -8 18 -8t18 8l164 164q8 8 18 8t18 -8z" />
<glyph unicode="&#x270f;" d="M1011 1210q19 0 33 -13l153 -153q13 -14 13 -33t-13 -33l-99 -92l-214 214l95 96q13 14 32 14zM1013 800l-615 -614l-214 214l614 614zM317 96l-333 -112l110 335z" />
<glyph unicode="&#xe001;" d="M700 650v-550h250q21 0 35.5 -14.5t14.5 -35.5v-50h-800v50q0 21 14.5 35.5t35.5 14.5h250v550l-500 550h1200z" />
<glyph unicode="&#xe002;" d="M368 1017l645 163q39 15 63 0t24 -49v-831q0 -55 -41.5 -95.5t-111.5 -63.5q-79 -25 -147 -4.5t-86 75t25.5 111.5t122.5 82q72 24 138 8v521l-600 -155v-606q0 -42 -44 -90t-109 -69q-79 -26 -147 -5.5t-86 75.5t25.5 111.5t122.5 82.5q72 24 138 7v639q0 38 14.5 59 t53.5 34z" />
<glyph unicode="&#xe003;" d="M500 1191q100 0 191 -39t156.5 -104.5t104.5 -156.5t39 -191l-1 -2l1 -5q0 -141 -78 -262l275 -274q23 -26 22.5 -44.5t-22.5 -42.5l-59 -58q-26 -20 -46.5 -20t-39.5 20l-275 274q-119 -77 -261 -77l-5 1l-2 -1q-100 0 -191 39t-156.5 104.5t-104.5 156.5t-39 191 t39 191t104.5 156.5t156.5 104.5t191 39zM500 1022q-88 0 -162 -43t-117 -117t-43 -162t43 -162t117 -117t162 -43t162 43t117 117t43 162t-43 162t-117 117t-162 43z" />
<glyph unicode="&#xe005;" d="M649 949q48 68 109.5 104t121.5 38.5t118.5 -20t102.5 -64t71 -100.5t27 -123q0 -57 -33.5 -117.5t-94 -124.5t-126.5 -127.5t-150 -152.5t-146 -174q-62 85 -145.5 174t-150 152.5t-126.5 127.5t-93.5 124.5t-33.5 117.5q0 64 28 123t73 100.5t104 64t119 20 t120.5 -38.5t104.5 -104z" />
<glyph unicode="&#xe006;" d="M407 800l131 353q7 19 17.5 19t17.5 -19l129 -353h421q21 0 24 -8.5t-14 -20.5l-342 -249l130 -401q7 -20 -0.5 -25.5t-24.5 6.5l-343 246l-342 -247q-17 -12 -24.5 -6.5t-0.5 25.5l130 400l-347 251q-17 12 -14 20.5t23 8.5h429z" />
<glyph unicode="&#xe007;" d="M407 800l131 353q7 19 17.5 19t17.5 -19l129 -353h421q21 0 24 -8.5t-14 -20.5l-342 -249l130 -401q7 -20 -0.5 -25.5t-24.5 6.5l-343 246l-342 -247q-17 -12 -24.5 -6.5t-0.5 25.5l130 400l-347 251q-17 12 -14 20.5t23 8.5h429zM477 700h-240l197 -142l-74 -226 l193 139l195 -140l-74 229l192 140h-234l-78 211z" />
<glyph unicode="&#xe008;" d="M600 1200q124 0 212 -88t88 -212v-250q0 -46 -31 -98t-69 -52v-75q0 -10 6 -21.5t15 -17.5l358 -230q9 -5 15 -16.5t6 -21.5v-93q0 -10 -7.5 -17.5t-17.5 -7.5h-1150q-10 0 -17.5 7.5t-7.5 17.5v93q0 10 6 21.5t15 16.5l358 230q9 6 15 17.5t6 21.5v75q-38 0 -69 52 t-31 98v250q0 124 88 212t212 88z" />
<glyph unicode="&#xe009;" d="M25 1100h1150q10 0 17.5 -7.5t7.5 -17.5v-1050q0 -10 -7.5 -17.5t-17.5 -7.5h-1150q-10 0 -17.5 7.5t-7.5 17.5v1050q0 10 7.5 17.5t17.5 7.5zM100 1000v-100h100v100h-100zM875 1000h-550q-10 0 -17.5 -7.5t-7.5 -17.5v-350q0 -10 7.5 -17.5t17.5 -7.5h550 q10 0 17.5 7.5t7.5 17.5v350q0 10 -7.5 17.5t-17.5 7.5zM1000 1000v-100h100v100h-100zM100 800v-100h100v100h-100zM1000 800v-100h100v100h-100zM100 600v-100h100v100h-100zM1000 600v-100h100v100h-100zM875 500h-550q-10 0 -17.5 -7.5t-7.5 -17.5v-350q0 -10 7.5 -17.5 t17.5 -7.5h550q10 0 17.5 7.5t7.5 17.5v350q0 10 -7.5 17.5t-17.5 7.5zM100 400v-100h100v100h-100zM1000 400v-100h100v100h-100zM100 200v-100h100v100h-100zM1000 200v-100h100v100h-100z" />
<glyph unicode="&#xe010;" d="M50 1100h400q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-400q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5zM650 1100h400q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-400q-21 0 -35.5 14.5t-14.5 35.5v400 q0 21 14.5 35.5t35.5 14.5zM50 500h400q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-400q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5zM650 500h400q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-400 q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe011;" d="M50 1100h200q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM450 1100h200q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200 q0 21 14.5 35.5t35.5 14.5zM850 1100h200q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM50 700h200q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200 q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM450 700h200q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM850 700h200q21 0 35.5 -14.5t14.5 -35.5v-200 q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM50 300h200q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM450 300h200 q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM850 300h200q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5 t35.5 14.5z" />
<glyph unicode="&#xe012;" d="M50 1100h200q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM450 1100h700q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-700q-21 0 -35.5 14.5t-14.5 35.5v200 q0 21 14.5 35.5t35.5 14.5zM50 700h200q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM450 700h700q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-700 q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM50 300h200q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5zM450 300h700q21 0 35.5 -14.5t14.5 -35.5v-200 q0 -21 -14.5 -35.5t-35.5 -14.5h-700q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe013;" d="M465 477l571 571q8 8 18 8t17 -8l177 -177q8 -7 8 -17t-8 -18l-783 -784q-7 -8 -17.5 -8t-17.5 8l-384 384q-8 8 -8 18t8 17l177 177q7 8 17 8t18 -8l171 -171q7 -7 18 -7t18 7z" />
<glyph unicode="&#xe014;" d="M904 1083l178 -179q8 -8 8 -18.5t-8 -17.5l-267 -268l267 -268q8 -7 8 -17.5t-8 -18.5l-178 -178q-8 -8 -18.5 -8t-17.5 8l-268 267l-268 -267q-7 -8 -17.5 -8t-18.5 8l-178 178q-8 8 -8 18.5t8 17.5l267 268l-267 268q-8 7 -8 17.5t8 18.5l178 178q8 8 18.5 8t17.5 -8 l268 -267l268 268q7 7 17.5 7t18.5 -7z" />
<glyph unicode="&#xe015;" d="M507 1177q98 0 187.5 -38.5t154.5 -103.5t103.5 -154.5t38.5 -187.5q0 -141 -78 -262l300 -299q8 -8 8 -18.5t-8 -18.5l-109 -108q-7 -8 -17.5 -8t-18.5 8l-300 299q-119 -77 -261 -77q-98 0 -188 38.5t-154.5 103t-103 154.5t-38.5 188t38.5 187.5t103 154.5 t154.5 103.5t188 38.5zM506.5 1023q-89.5 0 -165.5 -44t-120 -120.5t-44 -166t44 -165.5t120 -120t165.5 -44t166 44t120.5 120t44 165.5t-44 166t-120.5 120.5t-166 44zM425 900h150q10 0 17.5 -7.5t7.5 -17.5v-75h75q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5 t-17.5 -7.5h-75v-75q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5v75h-75q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5h75v75q0 10 7.5 17.5t17.5 7.5z" />
<glyph unicode="&#xe016;" d="M507 1177q98 0 187.5 -38.5t154.5 -103.5t103.5 -154.5t38.5 -187.5q0 -141 -78 -262l300 -299q8 -8 8 -18.5t-8 -18.5l-109 -108q-7 -8 -17.5 -8t-18.5 8l-300 299q-119 -77 -261 -77q-98 0 -188 38.5t-154.5 103t-103 154.5t-38.5 188t38.5 187.5t103 154.5 t154.5 103.5t188 38.5zM506.5 1023q-89.5 0 -165.5 -44t-120 -120.5t-44 -166t44 -165.5t120 -120t165.5 -44t166 44t120.5 120t44 165.5t-44 166t-120.5 120.5t-166 44zM325 800h350q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-350q-10 0 -17.5 7.5 t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5z" />
<glyph unicode="&#xe017;" d="M550 1200h100q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5zM800 975v166q167 -62 272 -209.5t105 -331.5q0 -117 -45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5 t-184.5 123t-123 184.5t-45.5 224q0 184 105 331.5t272 209.5v-166q-103 -55 -165 -155t-62 -220q0 -116 57 -214.5t155.5 -155.5t214.5 -57t214.5 57t155.5 155.5t57 214.5q0 120 -62 220t-165 155z" />
<glyph unicode="&#xe018;" d="M1025 1200h150q10 0 17.5 -7.5t7.5 -17.5v-1150q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5v1150q0 10 7.5 17.5t17.5 7.5zM725 800h150q10 0 17.5 -7.5t7.5 -17.5v-750q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5v750 q0 10 7.5 17.5t17.5 7.5zM425 500h150q10 0 17.5 -7.5t7.5 -17.5v-450q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5v450q0 10 7.5 17.5t17.5 7.5zM125 300h150q10 0 17.5 -7.5t7.5 -17.5v-250q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5 v250q0 10 7.5 17.5t17.5 7.5z" />
<glyph unicode="&#xe019;" d="M600 1174q33 0 74 -5l38 -152l5 -1q49 -14 94 -39l5 -2l134 80q61 -48 104 -105l-80 -134l3 -5q25 -44 39 -93l1 -6l152 -38q5 -43 5 -73q0 -34 -5 -74l-152 -38l-1 -6q-15 -49 -39 -93l-3 -5l80 -134q-48 -61 -104 -105l-134 81l-5 -3q-44 -25 -94 -39l-5 -2l-38 -151 q-43 -5 -74 -5q-33 0 -74 5l-38 151l-5 2q-49 14 -94 39l-5 3l-134 -81q-60 48 -104 105l80 134l-3 5q-25 45 -38 93l-2 6l-151 38q-6 42 -6 74q0 33 6 73l151 38l2 6q13 48 38 93l3 5l-80 134q47 61 105 105l133 -80l5 2q45 25 94 39l5 1l38 152q43 5 74 5zM600 815 q-89 0 -152 -63t-63 -151.5t63 -151.5t152 -63t152 63t63 151.5t-63 151.5t-152 63z" />
<glyph unicode="&#xe020;" d="M500 1300h300q41 0 70.5 -29.5t29.5 -70.5v-100h275q10 0 17.5 -7.5t7.5 -17.5v-75h-1100v75q0 10 7.5 17.5t17.5 7.5h275v100q0 41 29.5 70.5t70.5 29.5zM500 1200v-100h300v100h-300zM1100 900v-800q0 -41 -29.5 -70.5t-70.5 -29.5h-700q-41 0 -70.5 29.5t-29.5 70.5 v800h900zM300 800v-700h100v700h-100zM500 800v-700h100v700h-100zM700 800v-700h100v700h-100zM900 800v-700h100v700h-100z" />
<glyph unicode="&#xe021;" d="M18 618l620 608q8 7 18.5 7t17.5 -7l608 -608q8 -8 5.5 -13t-12.5 -5h-175v-575q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5v375h-300v-375q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5v575h-175q-10 0 -12.5 5t5.5 13z" />
<glyph unicode="&#xe022;" d="M600 1200v-400q0 -41 29.5 -70.5t70.5 -29.5h300v-650q0 -21 -14.5 -35.5t-35.5 -14.5h-800q-21 0 -35.5 14.5t-14.5 35.5v1100q0 21 14.5 35.5t35.5 14.5h450zM1000 800h-250q-21 0 -35.5 14.5t-14.5 35.5v250z" />
<glyph unicode="&#xe023;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM600 1027q-116 0 -214.5 -57t-155.5 -155.5t-57 -214.5t57 -214.5 t155.5 -155.5t214.5 -57t214.5 57t155.5 155.5t57 214.5t-57 214.5t-155.5 155.5t-214.5 57zM525 900h50q10 0 17.5 -7.5t7.5 -17.5v-275h175q10 0 17.5 -7.5t7.5 -17.5v-50q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5v350q0 10 7.5 17.5t17.5 7.5z" />
<glyph unicode="&#xe024;" d="M1300 0h-538l-41 400h-242l-41 -400h-538l431 1200h209l-21 -300h162l-20 300h208zM515 800l-27 -300h224l-27 300h-170z" />
<glyph unicode="&#xe025;" d="M550 1200h200q21 0 35.5 -14.5t14.5 -35.5v-450h191q20 0 25.5 -11.5t-7.5 -27.5l-327 -400q-13 -16 -32 -16t-32 16l-327 400q-13 16 -7.5 27.5t25.5 11.5h191v450q0 21 14.5 35.5t35.5 14.5zM1125 400h50q10 0 17.5 -7.5t7.5 -17.5v-350q0 -10 -7.5 -17.5t-17.5 -7.5 h-1050q-10 0 -17.5 7.5t-7.5 17.5v350q0 10 7.5 17.5t17.5 7.5h50q10 0 17.5 -7.5t7.5 -17.5v-175h900v175q0 10 7.5 17.5t17.5 7.5z" />
<glyph unicode="&#xe026;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM600 1027q-116 0 -214.5 -57t-155.5 -155.5t-57 -214.5t57 -214.5 t155.5 -155.5t214.5 -57t214.5 57t155.5 155.5t57 214.5t-57 214.5t-155.5 155.5t-214.5 57zM525 900h150q10 0 17.5 -7.5t7.5 -17.5v-275h137q21 0 26 -11.5t-8 -27.5l-223 -275q-13 -16 -32 -16t-32 16l-223 275q-13 16 -8 27.5t26 11.5h137v275q0 10 7.5 17.5t17.5 7.5z " />
<glyph unicode="&#xe027;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM600 1027q-116 0 -214.5 -57t-155.5 -155.5t-57 -214.5t57 -214.5 t155.5 -155.5t214.5 -57t214.5 57t155.5 155.5t57 214.5t-57 214.5t-155.5 155.5t-214.5 57zM632 914l223 -275q13 -16 8 -27.5t-26 -11.5h-137v-275q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5v275h-137q-21 0 -26 11.5t8 27.5l223 275q13 16 32 16 t32 -16z" />
<glyph unicode="&#xe028;" d="M225 1200h750q10 0 19.5 -7t12.5 -17l186 -652q7 -24 7 -49v-425q0 -12 -4 -27t-9 -17q-12 -6 -37 -6h-1100q-12 0 -27 4t-17 8q-6 13 -6 38l1 425q0 25 7 49l185 652q3 10 12.5 17t19.5 7zM878 1000h-556q-10 0 -19 -7t-11 -18l-87 -450q-2 -11 4 -18t16 -7h150 q10 0 19.5 -7t11.5 -17l38 -152q2 -10 11.5 -17t19.5 -7h250q10 0 19.5 7t11.5 17l38 152q2 10 11.5 17t19.5 7h150q10 0 16 7t4 18l-87 450q-2 11 -11 18t-19 7z" />
<glyph unicode="&#xe029;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM600 1027q-116 0 -214.5 -57t-155.5 -155.5t-57 -214.5t57 -214.5 t155.5 -155.5t214.5 -57t214.5 57t155.5 155.5t57 214.5t-57 214.5t-155.5 155.5t-214.5 57zM540 820l253 -190q17 -12 17 -30t-17 -30l-253 -190q-16 -12 -28 -6.5t-12 26.5v400q0 21 12 26.5t28 -6.5z" />
<glyph unicode="&#xe030;" d="M947 1060l135 135q7 7 12.5 5t5.5 -13v-362q0 -10 -7.5 -17.5t-17.5 -7.5h-362q-11 0 -13 5.5t5 12.5l133 133q-109 76 -238 76q-116 0 -214.5 -57t-155.5 -155.5t-57 -214.5t57 -214.5t155.5 -155.5t214.5 -57t214.5 57t155.5 155.5t57 214.5h150q0 -117 -45.5 -224 t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5q192 0 347 -117z" />
<glyph unicode="&#xe031;" d="M947 1060l135 135q7 7 12.5 5t5.5 -13v-361q0 -11 -7.5 -18.5t-18.5 -7.5h-361q-11 0 -13 5.5t5 12.5l134 134q-110 75 -239 75q-116 0 -214.5 -57t-155.5 -155.5t-57 -214.5h-150q0 117 45.5 224t123 184.5t184.5 123t224 45.5q192 0 347 -117zM1027 600h150 q0 -117 -45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5q-192 0 -348 118l-134 -134q-7 -8 -12.5 -5.5t-5.5 12.5v360q0 11 7.5 18.5t18.5 7.5h360q10 0 12.5 -5.5t-5.5 -12.5l-133 -133q110 -76 240 -76q116 0 214.5 57t155.5 155.5t57 214.5z" />
<glyph unicode="&#xe032;" d="M125 1200h1050q10 0 17.5 -7.5t7.5 -17.5v-1150q0 -10 -7.5 -17.5t-17.5 -7.5h-1050q-10 0 -17.5 7.5t-7.5 17.5v1150q0 10 7.5 17.5t17.5 7.5zM1075 1000h-850q-10 0 -17.5 -7.5t-7.5 -17.5v-850q0 -10 7.5 -17.5t17.5 -7.5h850q10 0 17.5 7.5t7.5 17.5v850 q0 10 -7.5 17.5t-17.5 7.5zM325 900h50q10 0 17.5 -7.5t7.5 -17.5v-50q0 -10 -7.5 -17.5t-17.5 -7.5h-50q-10 0 -17.5 7.5t-7.5 17.5v50q0 10 7.5 17.5t17.5 7.5zM525 900h450q10 0 17.5 -7.5t7.5 -17.5v-50q0 -10 -7.5 -17.5t-17.5 -7.5h-450q-10 0 -17.5 7.5t-7.5 17.5v50 q0 10 7.5 17.5t17.5 7.5zM325 700h50q10 0 17.5 -7.5t7.5 -17.5v-50q0 -10 -7.5 -17.5t-17.5 -7.5h-50q-10 0 -17.5 7.5t-7.5 17.5v50q0 10 7.5 17.5t17.5 7.5zM525 700h450q10 0 17.5 -7.5t7.5 -17.5v-50q0 -10 -7.5 -17.5t-17.5 -7.5h-450q-10 0 -17.5 7.5t-7.5 17.5v50 q0 10 7.5 17.5t17.5 7.5zM325 500h50q10 0 17.5 -7.5t7.5 -17.5v-50q0 -10 -7.5 -17.5t-17.5 -7.5h-50q-10 0 -17.5 7.5t-7.5 17.5v50q0 10 7.5 17.5t17.5 7.5zM525 500h450q10 0 17.5 -7.5t7.5 -17.5v-50q0 -10 -7.5 -17.5t-17.5 -7.5h-450q-10 0 -17.5 7.5t-7.5 17.5v50 q0 10 7.5 17.5t17.5 7.5zM325 300h50q10 0 17.5 -7.5t7.5 -17.5v-50q0 -10 -7.5 -17.5t-17.5 -7.5h-50q-10 0 -17.5 7.5t-7.5 17.5v50q0 10 7.5 17.5t17.5 7.5zM525 300h450q10 0 17.5 -7.5t7.5 -17.5v-50q0 -10 -7.5 -17.5t-17.5 -7.5h-450q-10 0 -17.5 7.5t-7.5 17.5v50 q0 10 7.5 17.5t17.5 7.5z" />
<glyph unicode="&#xe033;" d="M900 800v200q0 83 -58.5 141.5t-141.5 58.5h-300q-82 0 -141 -59t-59 -141v-200h-100q-41 0 -70.5 -29.5t-29.5 -70.5v-600q0 -41 29.5 -70.5t70.5 -29.5h900q41 0 70.5 29.5t29.5 70.5v600q0 41 -29.5 70.5t-70.5 29.5h-100zM400 800v150q0 21 15 35.5t35 14.5h200 q20 0 35 -14.5t15 -35.5v-150h-300z" />
<glyph unicode="&#xe034;" d="M125 1100h50q10 0 17.5 -7.5t7.5 -17.5v-1075h-100v1075q0 10 7.5 17.5t17.5 7.5zM1075 1052q4 0 9 -2q16 -6 16 -23v-421q0 -6 -3 -12q-33 -59 -66.5 -99t-65.5 -58t-56.5 -24.5t-52.5 -6.5q-26 0 -57.5 6.5t-52.5 13.5t-60 21q-41 15 -63 22.5t-57.5 15t-65.5 7.5 q-85 0 -160 -57q-7 -5 -15 -5q-6 0 -11 3q-14 7 -14 22v438q22 55 82 98.5t119 46.5q23 2 43 0.5t43 -7t32.5 -8.5t38 -13t32.5 -11q41 -14 63.5 -21t57 -14t63.5 -7q103 0 183 87q7 8 18 8z" />
<glyph unicode="&#xe035;" d="M600 1175q116 0 227 -49.5t192.5 -131t131 -192.5t49.5 -227v-300q0 -10 -7.5 -17.5t-17.5 -7.5h-50q-10 0 -17.5 7.5t-7.5 17.5v300q0 127 -70.5 231.5t-184.5 161.5t-245 57t-245 -57t-184.5 -161.5t-70.5 -231.5v-300q0 -10 -7.5 -17.5t-17.5 -7.5h-50 q-10 0 -17.5 7.5t-7.5 17.5v300q0 116 49.5 227t131 192.5t192.5 131t227 49.5zM220 500h160q8 0 14 -6t6 -14v-460q0 -8 -6 -14t-14 -6h-160q-8 0 -14 6t-6 14v460q0 8 6 14t14 6zM820 500h160q8 0 14 -6t6 -14v-460q0 -8 -6 -14t-14 -6h-160q-8 0 -14 6t-6 14v460 q0 8 6 14t14 6z" />
<glyph unicode="&#xe036;" d="M321 814l258 172q9 6 15 2.5t6 -13.5v-750q0 -10 -6 -13.5t-15 2.5l-258 172q-21 14 -46 14h-250q-10 0 -17.5 7.5t-7.5 17.5v350q0 10 7.5 17.5t17.5 7.5h250q25 0 46 14zM900 668l120 120q7 7 17 7t17 -7l34 -34q7 -7 7 -17t-7 -17l-120 -120l120 -120q7 -7 7 -17 t-7 -17l-34 -34q-7 -7 -17 -7t-17 7l-120 119l-120 -119q-7 -7 -17 -7t-17 7l-34 34q-7 7 -7 17t7 17l119 120l-119 120q-7 7 -7 17t7 17l34 34q7 8 17 8t17 -8z" />
<glyph unicode="&#xe037;" d="M321 814l258 172q9 6 15 2.5t6 -13.5v-750q0 -10 -6 -13.5t-15 2.5l-258 172q-21 14 -46 14h-250q-10 0 -17.5 7.5t-7.5 17.5v350q0 10 7.5 17.5t17.5 7.5h250q25 0 46 14zM766 900h4q10 -1 16 -10q96 -129 96 -290q0 -154 -90 -281q-6 -9 -17 -10l-3 -1q-9 0 -16 6 l-29 23q-7 7 -8.5 16.5t4.5 17.5q72 103 72 229q0 132 -78 238q-6 8 -4.5 18t9.5 17l29 22q7 5 15 5z" />
<glyph unicode="&#xe038;" d="M967 1004h3q11 -1 17 -10q135 -179 135 -396q0 -105 -34 -206.5t-98 -185.5q-7 -9 -17 -10h-3q-9 0 -16 6l-42 34q-8 6 -9 16t5 18q111 150 111 328q0 90 -29.5 176t-84.5 157q-6 9 -5 19t10 16l42 33q7 5 15 5zM321 814l258 172q9 6 15 2.5t6 -13.5v-750q0 -10 -6 -13.5 t-15 2.5l-258 172q-21 14 -46 14h-250q-10 0 -17.5 7.5t-7.5 17.5v350q0 10 7.5 17.5t17.5 7.5h250q25 0 46 14zM766 900h4q10 -1 16 -10q96 -129 96 -290q0 -154 -90 -281q-6 -9 -17 -10l-3 -1q-9 0 -16 6l-29 23q-7 7 -8.5 16.5t4.5 17.5q72 103 72 229q0 132 -78 238 q-6 8 -4.5 18.5t9.5 16.5l29 22q7 5 15 5z" />
<glyph unicode="&#xe039;" d="M500 900h100v-100h-100v-100h-400v-100h-100v600h500v-300zM1200 700h-200v-100h200v-200h-300v300h-200v300h-100v200h600v-500zM100 1100v-300h300v300h-300zM800 1100v-300h300v300h-300zM300 900h-100v100h100v-100zM1000 900h-100v100h100v-100zM300 500h200v-500 h-500v500h200v100h100v-100zM800 300h200v-100h-100v-100h-200v100h-100v100h100v200h-200v100h300v-300zM100 400v-300h300v300h-300zM300 200h-100v100h100v-100zM1200 200h-100v100h100v-100zM700 0h-100v100h100v-100zM1200 0h-300v100h300v-100z" />
<glyph unicode="&#xe040;" d="M100 200h-100v1000h100v-1000zM300 200h-100v1000h100v-1000zM700 200h-200v1000h200v-1000zM900 200h-100v1000h100v-1000zM1200 200h-200v1000h200v-1000zM400 0h-300v100h300v-100zM600 0h-100v91h100v-91zM800 0h-100v91h100v-91zM1100 0h-200v91h200v-91z" />
<glyph unicode="&#xe041;" d="M500 1200l682 -682q8 -8 8 -18t-8 -18l-464 -464q-8 -8 -18 -8t-18 8l-682 682l1 475q0 10 7.5 17.5t17.5 7.5h474zM319.5 1024.5q-29.5 29.5 -71 29.5t-71 -29.5t-29.5 -71.5t29.5 -71.5t71 -29.5t71 29.5t29.5 71.5t-29.5 71.5z" />
<glyph unicode="&#xe042;" d="M500 1200l682 -682q8 -8 8 -18t-8 -18l-464 -464q-8 -8 -18 -8t-18 8l-682 682l1 475q0 10 7.5 17.5t17.5 7.5h474zM800 1200l682 -682q8 -8 8 -18t-8 -18l-464 -464q-8 -8 -18 -8t-18 8l-56 56l424 426l-700 700h150zM319.5 1024.5q-29.5 29.5 -71 29.5t-71 -29.5 t-29.5 -71.5t29.5 -71.5t71 -29.5t71 29.5t29.5 71.5t-29.5 71.5z" />
<glyph unicode="&#xe043;" d="M300 1200h825q75 0 75 -75v-900q0 -25 -18 -43l-64 -64q-8 -8 -13 -5.5t-5 12.5v950q0 10 -7.5 17.5t-17.5 7.5h-700q-25 0 -43 -18l-64 -64q-8 -8 -5.5 -13t12.5 -5h700q10 0 17.5 -7.5t7.5 -17.5v-950q0 -10 -7.5 -17.5t-17.5 -7.5h-850q-10 0 -17.5 7.5t-7.5 17.5v975 q0 25 18 43l139 139q18 18 43 18z" />
<glyph unicode="&#xe044;" d="M250 1200h800q21 0 35.5 -14.5t14.5 -35.5v-1150l-450 444l-450 -445v1151q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe045;" d="M822 1200h-444q-11 0 -19 -7.5t-9 -17.5l-78 -301q-7 -24 7 -45l57 -108q6 -9 17.5 -15t21.5 -6h450q10 0 21.5 6t17.5 15l62 108q14 21 7 45l-83 301q-1 10 -9 17.5t-19 7.5zM1175 800h-150q-10 0 -21 -6.5t-15 -15.5l-78 -156q-4 -9 -15 -15.5t-21 -6.5h-550 q-10 0 -21 6.5t-15 15.5l-78 156q-4 9 -15 15.5t-21 6.5h-150q-10 0 -17.5 -7.5t-7.5 -17.5v-650q0 -10 7.5 -17.5t17.5 -7.5h150q10 0 17.5 7.5t7.5 17.5v150q0 10 7.5 17.5t17.5 7.5h750q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 7.5 -17.5t17.5 -7.5h150q10 0 17.5 7.5 t7.5 17.5v650q0 10 -7.5 17.5t-17.5 7.5zM850 200h-500q-10 0 -19.5 -7t-11.5 -17l-38 -152q-2 -10 3.5 -17t15.5 -7h600q10 0 15.5 7t3.5 17l-38 152q-2 10 -11.5 17t-19.5 7z" />
<glyph unicode="&#xe046;" d="M500 1100h200q56 0 102.5 -20.5t72.5 -50t44 -59t25 -50.5l6 -20h150q41 0 70.5 -29.5t29.5 -70.5v-600q0 -41 -29.5 -70.5t-70.5 -29.5h-1000q-41 0 -70.5 29.5t-29.5 70.5v600q0 41 29.5 70.5t70.5 29.5h150q2 8 6.5 21.5t24 48t45 61t72 48t102.5 21.5zM900 800v-100 h100v100h-100zM600 730q-95 0 -162.5 -67.5t-67.5 -162.5t67.5 -162.5t162.5 -67.5t162.5 67.5t67.5 162.5t-67.5 162.5t-162.5 67.5zM600 603q43 0 73 -30t30 -73t-30 -73t-73 -30t-73 30t-30 73t30 73t73 30z" />
<glyph unicode="&#xe047;" d="M681 1199l385 -998q20 -50 60 -92q18 -19 36.5 -29.5t27.5 -11.5l10 -2v-66h-417v66q53 0 75 43.5t5 88.5l-82 222h-391q-58 -145 -92 -234q-11 -34 -6.5 -57t25.5 -37t46 -20t55 -6v-66h-365v66q56 24 84 52q12 12 25 30.5t20 31.5l7 13l399 1006h93zM416 521h340 l-162 457z" />
<glyph unicode="&#xe048;" d="M753 641q5 -1 14.5 -4.5t36 -15.5t50.5 -26.5t53.5 -40t50.5 -54.5t35.5 -70t14.5 -87q0 -67 -27.5 -125.5t-71.5 -97.5t-98.5 -66.5t-108.5 -40.5t-102 -13h-500v89q41 7 70.5 32.5t29.5 65.5v827q0 24 -0.5 34t-3.5 24t-8.5 19.5t-17 13.5t-28 12.5t-42.5 11.5v71 l471 -1q57 0 115.5 -20.5t108 -57t80.5 -94t31 -124.5q0 -51 -15.5 -96.5t-38 -74.5t-45 -50.5t-38.5 -30.5zM400 700h139q78 0 130.5 48.5t52.5 122.5q0 41 -8.5 70.5t-29.5 55.5t-62.5 39.5t-103.5 13.5h-118v-350zM400 200h216q80 0 121 50.5t41 130.5q0 90 -62.5 154.5 t-156.5 64.5h-159v-400z" />
<glyph unicode="&#xe049;" d="M877 1200l2 -57q-83 -19 -116 -45.5t-40 -66.5l-132 -839q-9 -49 13 -69t96 -26v-97h-500v97q186 16 200 98l173 832q3 17 3 30t-1.5 22.5t-9 17.5t-13.5 12.5t-21.5 10t-26 8.5t-33.5 10q-13 3 -19 5v57h425z" />
<glyph unicode="&#xe050;" d="M1300 900h-50q0 21 -4 37t-9.5 26.5t-18 17.5t-22 11t-28.5 5.5t-31 2t-37 0.5h-200v-850q0 -22 25 -34.5t50 -13.5l25 -2v-100h-400v100q4 0 11 0.5t24 3t30 7t24 15t11 24.5v850h-200q-25 0 -37 -0.5t-31 -2t-28.5 -5.5t-22 -11t-18 -17.5t-9.5 -26.5t-4 -37h-50v300 h1000v-300zM175 1000h-75v-800h75l-125 -167l-125 167h75v800h-75l125 167z" />
<glyph unicode="&#xe051;" d="M1100 900h-50q0 21 -4 37t-9.5 26.5t-18 17.5t-22 11t-28.5 5.5t-31 2t-37 0.5h-200v-650q0 -22 25 -34.5t50 -13.5l25 -2v-100h-400v100q4 0 11 0.5t24 3t30 7t24 15t11 24.5v650h-200q-25 0 -37 -0.5t-31 -2t-28.5 -5.5t-22 -11t-18 -17.5t-9.5 -26.5t-4 -37h-50v300 h1000v-300zM1167 50l-167 -125v75h-800v-75l-167 125l167 125v-75h800v75z" />
<glyph unicode="&#xe052;" d="M50 1100h600q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-600q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM50 800h1000q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1000q-21 0 -35.5 14.5t-14.5 35.5v100 q0 21 14.5 35.5t35.5 14.5zM50 500h800q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-800q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM50 200h1100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1100 q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe053;" d="M250 1100h700q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-700q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM50 800h1100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1100q-21 0 -35.5 14.5t-14.5 35.5v100 q0 21 14.5 35.5t35.5 14.5zM250 500h700q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-700q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM50 200h1100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1100 q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe054;" d="M500 950v100q0 21 14.5 35.5t35.5 14.5h600q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-600q-21 0 -35.5 14.5t-14.5 35.5zM100 650v100q0 21 14.5 35.5t35.5 14.5h1000q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1000 q-21 0 -35.5 14.5t-14.5 35.5zM300 350v100q0 21 14.5 35.5t35.5 14.5h800q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-800q-21 0 -35.5 14.5t-14.5 35.5zM0 50v100q0 21 14.5 35.5t35.5 14.5h1100q21 0 35.5 -14.5t14.5 -35.5v-100 q0 -21 -14.5 -35.5t-35.5 -14.5h-1100q-21 0 -35.5 14.5t-14.5 35.5z" />
<glyph unicode="&#xe055;" d="M50 1100h1100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1100q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM50 800h1100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1100q-21 0 -35.5 14.5t-14.5 35.5v100 q0 21 14.5 35.5t35.5 14.5zM50 500h1100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1100q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM50 200h1100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1100 q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe056;" d="M50 1100h100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM350 1100h800q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-800q-21 0 -35.5 14.5t-14.5 35.5v100 q0 21 14.5 35.5t35.5 14.5zM50 800h100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM350 800h800q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-800 q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM50 500h100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM350 500h800q21 0 35.5 -14.5t14.5 -35.5v-100 q0 -21 -14.5 -35.5t-35.5 -14.5h-800q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM50 200h100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM350 200h800 q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-800q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe057;" d="M400 0h-100v1100h100v-1100zM550 1100h100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM550 800h500q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-500 q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM267 550l-167 -125v75h-200v100h200v75zM550 500h300q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-300q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM550 200h600 q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-600q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe058;" d="M50 1100h100q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM900 0h-100v1100h100v-1100zM50 800h500q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-500 q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM1100 600h200v-100h-200v-75l-167 125l167 125v-75zM50 500h300q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-300q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5zM50 200h600 q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-600q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe059;" d="M75 1000h750q31 0 53 -22t22 -53v-650q0 -31 -22 -53t-53 -22h-750q-31 0 -53 22t-22 53v650q0 31 22 53t53 22zM1200 300l-300 300l300 300v-600z" />
<glyph unicode="&#xe060;" d="M44 1100h1112q18 0 31 -13t13 -31v-1012q0 -18 -13 -31t-31 -13h-1112q-18 0 -31 13t-13 31v1012q0 18 13 31t31 13zM100 1000v-737l247 182l298 -131l-74 156l293 318l236 -288v500h-1000zM342 884q56 0 95 -39t39 -94.5t-39 -95t-95 -39.5t-95 39.5t-39 95t39 94.5 t95 39z" />
<glyph unicode="&#xe062;" d="M648 1169q117 0 216 -60t156.5 -161t57.5 -218q0 -115 -70 -258q-69 -109 -158 -225.5t-143 -179.5l-54 -62q-9 8 -25.5 24.5t-63.5 67.5t-91 103t-98.5 128t-95.5 148q-60 132 -60 249q0 88 34 169.5t91.5 142t137 96.5t166.5 36zM652.5 974q-91.5 0 -156.5 -65 t-65 -157t65 -156.5t156.5 -64.5t156.5 64.5t65 156.5t-65 157t-156.5 65z" />
<glyph unicode="&#xe063;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM600 173v854q-116 0 -214.5 -57t-155.5 -155.5t-57 -214.5t57 -214.5 t155.5 -155.5t214.5 -57z" />
<glyph unicode="&#xe064;" d="M554 1295q21 -72 57.5 -143.5t76 -130t83 -118t82.5 -117t70 -116t49.5 -126t18.5 -136.5q0 -71 -25.5 -135t-68.5 -111t-99 -82t-118.5 -54t-125.5 -23q-84 5 -161.5 34t-139.5 78.5t-99 125t-37 164.5q0 69 18 136.5t49.5 126.5t69.5 116.5t81.5 117.5t83.5 119 t76.5 131t58.5 143zM344 710q-23 -33 -43.5 -70.5t-40.5 -102.5t-17 -123q1 -37 14.5 -69.5t30 -52t41 -37t38.5 -24.5t33 -15q21 -7 32 -1t13 22l6 34q2 10 -2.5 22t-13.5 19q-5 4 -14 12t-29.5 40.5t-32.5 73.5q-26 89 6 271q2 11 -6 11q-8 1 -15 -10z" />
<glyph unicode="&#xe065;" d="M1000 1013l108 115q2 1 5 2t13 2t20.5 -1t25 -9.5t28.5 -21.5q22 -22 27 -43t0 -32l-6 -10l-108 -115zM350 1100h400q50 0 105 -13l-187 -187h-368q-41 0 -70.5 -29.5t-29.5 -70.5v-500q0 -41 29.5 -70.5t70.5 -29.5h500q41 0 70.5 29.5t29.5 70.5v182l200 200v-332 q0 -165 -93.5 -257.5t-256.5 -92.5h-400q-165 0 -257.5 92.5t-92.5 257.5v400q0 165 92.5 257.5t257.5 92.5zM1009 803l-362 -362l-161 -50l55 170l355 355z" />
<glyph unicode="&#xe066;" d="M350 1100h361q-164 -146 -216 -200h-195q-41 0 -70.5 -29.5t-29.5 -70.5v-500q0 -41 29.5 -70.5t70.5 -29.5h500q41 0 70.5 29.5t29.5 70.5l200 153v-103q0 -165 -92.5 -257.5t-257.5 -92.5h-400q-165 0 -257.5 92.5t-92.5 257.5v400q0 165 92.5 257.5t257.5 92.5z M824 1073l339 -301q8 -7 8 -17.5t-8 -17.5l-340 -306q-7 -6 -12.5 -4t-6.5 11v203q-26 1 -54.5 0t-78.5 -7.5t-92 -17.5t-86 -35t-70 -57q10 59 33 108t51.5 81.5t65 58.5t68.5 40.5t67 24.5t56 13.5t40 4.5v210q1 10 6.5 12.5t13.5 -4.5z" />
<glyph unicode="&#xe067;" d="M350 1100h350q60 0 127 -23l-178 -177h-349q-41 0 -70.5 -29.5t-29.5 -70.5v-500q0 -41 29.5 -70.5t70.5 -29.5h500q41 0 70.5 29.5t29.5 70.5v69l200 200v-219q0 -165 -92.5 -257.5t-257.5 -92.5h-400q-165 0 -257.5 92.5t-92.5 257.5v400q0 165 92.5 257.5t257.5 92.5z M643 639l395 395q7 7 17.5 7t17.5 -7l101 -101q7 -7 7 -17.5t-7 -17.5l-531 -532q-7 -7 -17.5 -7t-17.5 7l-248 248q-7 7 -7 17.5t7 17.5l101 101q7 7 17.5 7t17.5 -7l111 -111q8 -7 18 -7t18 7z" />
<glyph unicode="&#xe068;" d="M318 918l264 264q8 8 18 8t18 -8l260 -264q7 -8 4.5 -13t-12.5 -5h-170v-200h200v173q0 10 5 12t13 -5l264 -260q8 -7 8 -17.5t-8 -17.5l-264 -265q-8 -7 -13 -5t-5 12v173h-200v-200h170q10 0 12.5 -5t-4.5 -13l-260 -264q-8 -8 -18 -8t-18 8l-264 264q-8 8 -5.5 13 t12.5 5h175v200h-200v-173q0 -10 -5 -12t-13 5l-264 265q-8 7 -8 17.5t8 17.5l264 260q8 7 13 5t5 -12v-173h200v200h-175q-10 0 -12.5 5t5.5 13z" />
<glyph unicode="&#xe069;" d="M250 1100h100q21 0 35.5 -14.5t14.5 -35.5v-438l464 453q15 14 25.5 10t10.5 -25v-1000q0 -21 -10.5 -25t-25.5 10l-464 453v-438q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v1000q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe070;" d="M50 1100h100q21 0 35.5 -14.5t14.5 -35.5v-438l464 453q15 14 25.5 10t10.5 -25v-438l464 453q15 14 25.5 10t10.5 -25v-1000q0 -21 -10.5 -25t-25.5 10l-464 453v-438q0 -21 -10.5 -25t-25.5 10l-464 453v-438q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5 t-14.5 35.5v1000q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe071;" d="M1200 1050v-1000q0 -21 -10.5 -25t-25.5 10l-464 453v-438q0 -21 -10.5 -25t-25.5 10l-492 480q-15 14 -15 35t15 35l492 480q15 14 25.5 10t10.5 -25v-438l464 453q15 14 25.5 10t10.5 -25z" />
<glyph unicode="&#xe072;" d="M243 1074l814 -498q18 -11 18 -26t-18 -26l-814 -498q-18 -11 -30.5 -4t-12.5 28v1000q0 21 12.5 28t30.5 -4z" />
<glyph unicode="&#xe073;" d="M250 1000h200q21 0 35.5 -14.5t14.5 -35.5v-800q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v800q0 21 14.5 35.5t35.5 14.5zM650 1000h200q21 0 35.5 -14.5t14.5 -35.5v-800q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v800 q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe074;" d="M1100 950v-800q0 -21 -14.5 -35.5t-35.5 -14.5h-800q-21 0 -35.5 14.5t-14.5 35.5v800q0 21 14.5 35.5t35.5 14.5h800q21 0 35.5 -14.5t14.5 -35.5z" />
<glyph unicode="&#xe075;" d="M500 612v438q0 21 10.5 25t25.5 -10l492 -480q15 -14 15 -35t-15 -35l-492 -480q-15 -14 -25.5 -10t-10.5 25v438l-464 -453q-15 -14 -25.5 -10t-10.5 25v1000q0 21 10.5 25t25.5 -10z" />
<glyph unicode="&#xe076;" d="M1048 1102l100 1q20 0 35 -14.5t15 -35.5l5 -1000q0 -21 -14.5 -35.5t-35.5 -14.5l-100 -1q-21 0 -35.5 14.5t-14.5 35.5l-2 437l-463 -454q-14 -15 -24.5 -10.5t-10.5 25.5l-2 437l-462 -455q-15 -14 -25.5 -9.5t-10.5 24.5l-5 1000q0 21 10.5 25.5t25.5 -10.5l466 -450 l-2 438q0 20 10.5 24.5t25.5 -9.5l466 -451l-2 438q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe077;" d="M850 1100h100q21 0 35.5 -14.5t14.5 -35.5v-1000q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v438l-464 -453q-15 -14 -25.5 -10t-10.5 25v1000q0 21 10.5 25t25.5 -10l464 -453v438q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe078;" d="M686 1081l501 -540q15 -15 10.5 -26t-26.5 -11h-1042q-22 0 -26.5 11t10.5 26l501 540q15 15 36 15t36 -15zM150 400h1000q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1000q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe079;" d="M885 900l-352 -353l352 -353l-197 -198l-552 552l552 550z" />
<glyph unicode="&#xe080;" d="M1064 547l-551 -551l-198 198l353 353l-353 353l198 198z" />
<glyph unicode="&#xe081;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM650 900h-100q-21 0 -35.5 -14.5t-14.5 -35.5v-150h-150 q-21 0 -35.5 -14.5t-14.5 -35.5v-100q0 -21 14.5 -35.5t35.5 -14.5h150v-150q0 -21 14.5 -35.5t35.5 -14.5h100q21 0 35.5 14.5t14.5 35.5v150h150q21 0 35.5 14.5t14.5 35.5v100q0 21 -14.5 35.5t-35.5 14.5h-150v150q0 21 -14.5 35.5t-35.5 14.5z" />
<glyph unicode="&#xe082;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM850 700h-500q-21 0 -35.5 -14.5t-14.5 -35.5v-100q0 -21 14.5 -35.5 t35.5 -14.5h500q21 0 35.5 14.5t14.5 35.5v100q0 21 -14.5 35.5t-35.5 14.5z" />
<glyph unicode="&#xe083;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM741.5 913q-12.5 0 -21.5 -9l-120 -120l-120 120q-9 9 -21.5 9 t-21.5 -9l-141 -141q-9 -9 -9 -21.5t9 -21.5l120 -120l-120 -120q-9 -9 -9 -21.5t9 -21.5l141 -141q9 -9 21.5 -9t21.5 9l120 120l120 -120q9 -9 21.5 -9t21.5 9l141 141q9 9 9 21.5t-9 21.5l-120 120l120 120q9 9 9 21.5t-9 21.5l-141 141q-9 9 -21.5 9z" />
<glyph unicode="&#xe084;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM546 623l-84 85q-7 7 -17.5 7t-18.5 -7l-139 -139q-7 -8 -7 -18t7 -18 l242 -241q7 -8 17.5 -8t17.5 8l375 375q7 7 7 17.5t-7 18.5l-139 139q-7 7 -17.5 7t-17.5 -7z" />
<glyph unicode="&#xe085;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM588 941q-29 0 -59 -5.5t-63 -20.5t-58 -38.5t-41.5 -63t-16.5 -89.5 q0 -25 20 -25h131q30 -5 35 11q6 20 20.5 28t45.5 8q20 0 31.5 -10.5t11.5 -28.5q0 -23 -7 -34t-26 -18q-1 0 -13.5 -4t-19.5 -7.5t-20 -10.5t-22 -17t-18.5 -24t-15.5 -35t-8 -46q-1 -8 5.5 -16.5t20.5 -8.5h173q7 0 22 8t35 28t37.5 48t29.5 74t12 100q0 47 -17 83 t-42.5 57t-59.5 34.5t-64 18t-59 4.5zM675 400h-150q-10 0 -17.5 -7.5t-7.5 -17.5v-150q0 -10 7.5 -17.5t17.5 -7.5h150q10 0 17.5 7.5t7.5 17.5v150q0 10 -7.5 17.5t-17.5 7.5z" />
<glyph unicode="&#xe086;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM675 1000h-150q-10 0 -17.5 -7.5t-7.5 -17.5v-150q0 -10 7.5 -17.5 t17.5 -7.5h150q10 0 17.5 7.5t7.5 17.5v150q0 10 -7.5 17.5t-17.5 7.5zM675 700h-250q-10 0 -17.5 -7.5t-7.5 -17.5v-50q0 -10 7.5 -17.5t17.5 -7.5h75v-200h-75q-10 0 -17.5 -7.5t-7.5 -17.5v-50q0 -10 7.5 -17.5t17.5 -7.5h350q10 0 17.5 7.5t7.5 17.5v50q0 10 -7.5 17.5 t-17.5 7.5h-75v275q0 10 -7.5 17.5t-17.5 7.5z" />
<glyph unicode="&#xe087;" d="M525 1200h150q10 0 17.5 -7.5t7.5 -17.5v-194q103 -27 178.5 -102.5t102.5 -178.5h194q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-194q-27 -103 -102.5 -178.5t-178.5 -102.5v-194q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5v194 q-103 27 -178.5 102.5t-102.5 178.5h-194q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5h194q27 103 102.5 178.5t178.5 102.5v194q0 10 7.5 17.5t17.5 7.5zM700 893v-168q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5v168q-68 -23 -119 -74 t-74 -119h168q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-168q23 -68 74 -119t119 -74v168q0 10 7.5 17.5t17.5 7.5h150q10 0 17.5 -7.5t7.5 -17.5v-168q68 23 119 74t74 119h-168q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5h168 q-23 68 -74 119t-119 74z" />
<glyph unicode="&#xe088;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM600 1027q-116 0 -214.5 -57t-155.5 -155.5t-57 -214.5t57 -214.5 t155.5 -155.5t214.5 -57t214.5 57t155.5 155.5t57 214.5t-57 214.5t-155.5 155.5t-214.5 57zM759 823l64 -64q7 -7 7 -17.5t-7 -17.5l-124 -124l124 -124q7 -7 7 -17.5t-7 -17.5l-64 -64q-7 -7 -17.5 -7t-17.5 7l-124 124l-124 -124q-7 -7 -17.5 -7t-17.5 7l-64 64 q-7 7 -7 17.5t7 17.5l124 124l-124 124q-7 7 -7 17.5t7 17.5l64 64q7 7 17.5 7t17.5 -7l124 -124l124 124q7 7 17.5 7t17.5 -7z" />
<glyph unicode="&#xe089;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM600 1027q-116 0 -214.5 -57t-155.5 -155.5t-57 -214.5t57 -214.5 t155.5 -155.5t214.5 -57t214.5 57t155.5 155.5t57 214.5t-57 214.5t-155.5 155.5t-214.5 57zM782 788l106 -106q7 -7 7 -17.5t-7 -17.5l-320 -321q-8 -7 -18 -7t-18 7l-202 203q-8 7 -8 17.5t8 17.5l106 106q7 8 17.5 8t17.5 -8l79 -79l197 197q7 7 17.5 7t17.5 -7z" />
<glyph unicode="&#xe090;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM600 1027q-116 0 -214.5 -57t-155.5 -155.5t-57 -214.5q0 -120 65 -225 l587 587q-105 65 -225 65zM965 819l-584 -584q104 -62 219 -62q116 0 214.5 57t155.5 155.5t57 214.5q0 115 -62 219z" />
<glyph unicode="&#xe091;" d="M39 582l522 427q16 13 27.5 8t11.5 -26v-291h550q21 0 35.5 -14.5t14.5 -35.5v-200q0 -21 -14.5 -35.5t-35.5 -14.5h-550v-291q0 -21 -11.5 -26t-27.5 8l-522 427q-16 13 -16 32t16 32z" />
<glyph unicode="&#xe092;" d="M639 1009l522 -427q16 -13 16 -32t-16 -32l-522 -427q-16 -13 -27.5 -8t-11.5 26v291h-550q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5h550v291q0 21 11.5 26t27.5 -8z" />
<glyph unicode="&#xe093;" d="M682 1161l427 -522q13 -16 8 -27.5t-26 -11.5h-291v-550q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v550h-291q-21 0 -26 11.5t8 27.5l427 522q13 16 32 16t32 -16z" />
<glyph unicode="&#xe094;" d="M550 1200h200q21 0 35.5 -14.5t14.5 -35.5v-550h291q21 0 26 -11.5t-8 -27.5l-427 -522q-13 -16 -32 -16t-32 16l-427 522q-13 16 -8 27.5t26 11.5h291v550q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe095;" d="M639 1109l522 -427q16 -13 16 -32t-16 -32l-522 -427q-16 -13 -27.5 -8t-11.5 26v291q-94 -2 -182 -20t-170.5 -52t-147 -92.5t-100.5 -135.5q5 105 27 193.5t67.5 167t113 135t167 91.5t225.5 42v262q0 21 11.5 26t27.5 -8z" />
<glyph unicode="&#xe096;" d="M850 1200h300q21 0 35.5 -14.5t14.5 -35.5v-300q0 -21 -10.5 -25t-24.5 10l-94 94l-249 -249q-8 -7 -18 -7t-18 7l-106 106q-7 8 -7 18t7 18l249 249l-94 94q-14 14 -10 24.5t25 10.5zM350 0h-300q-21 0 -35.5 14.5t-14.5 35.5v300q0 21 10.5 25t24.5 -10l94 -94l249 249 q8 7 18 7t18 -7l106 -106q7 -8 7 -18t-7 -18l-249 -249l94 -94q14 -14 10 -24.5t-25 -10.5z" />
<glyph unicode="&#xe097;" d="M1014 1120l106 -106q7 -8 7 -18t-7 -18l-249 -249l94 -94q14 -14 10 -24.5t-25 -10.5h-300q-21 0 -35.5 14.5t-14.5 35.5v300q0 21 10.5 25t24.5 -10l94 -94l249 249q8 7 18 7t18 -7zM250 600h300q21 0 35.5 -14.5t14.5 -35.5v-300q0 -21 -10.5 -25t-24.5 10l-94 94 l-249 -249q-8 -7 -18 -7t-18 7l-106 106q-7 8 -7 18t7 18l249 249l-94 94q-14 14 -10 24.5t25 10.5z" />
<glyph unicode="&#xe101;" d="M600 1177q117 0 224 -45.5t184.5 -123t123 -184.5t45.5 -224t-45.5 -224t-123 -184.5t-184.5 -123t-224 -45.5t-224 45.5t-184.5 123t-123 184.5t-45.5 224t45.5 224t123 184.5t184.5 123t224 45.5zM704 900h-208q-20 0 -32 -14.5t-8 -34.5l58 -302q4 -20 21.5 -34.5 t37.5 -14.5h54q20 0 37.5 14.5t21.5 34.5l58 302q4 20 -8 34.5t-32 14.5zM675 400h-150q-10 0 -17.5 -7.5t-7.5 -17.5v-150q0 -10 7.5 -17.5t17.5 -7.5h150q10 0 17.5 7.5t7.5 17.5v150q0 10 -7.5 17.5t-17.5 7.5z" />
<glyph unicode="&#xe102;" d="M260 1200q9 0 19 -2t15 -4l5 -2q22 -10 44 -23l196 -118q21 -13 36 -24q29 -21 37 -12q11 13 49 35l196 118q22 13 45 23q17 7 38 7q23 0 47 -16.5t37 -33.5l13 -16q14 -21 18 -45l25 -123l8 -44q1 -9 8.5 -14.5t17.5 -5.5h61q10 0 17.5 -7.5t7.5 -17.5v-50 q0 -10 -7.5 -17.5t-17.5 -7.5h-50q-10 0 -17.5 -7.5t-7.5 -17.5v-175h-400v300h-200v-300h-400v175q0 10 -7.5 17.5t-17.5 7.5h-50q-10 0 -17.5 7.5t-7.5 17.5v50q0 10 7.5 17.5t17.5 7.5h61q11 0 18 3t7 8q0 4 9 52l25 128q5 25 19 45q2 3 5 7t13.5 15t21.5 19.5t26.5 15.5 t29.5 7zM915 1079l-166 -162q-7 -7 -5 -12t12 -5h219q10 0 15 7t2 17l-51 149q-3 10 -11 12t-15 -6zM463 917l-177 157q-8 7 -16 5t-11 -12l-51 -143q-3 -10 2 -17t15 -7h231q11 0 12.5 5t-5.5 12zM500 0h-375q-10 0 -17.5 7.5t-7.5 17.5v375h400v-400zM1100 400v-375 q0 -10 -7.5 -17.5t-17.5 -7.5h-375v400h400z" />
<glyph unicode="&#xe103;" d="M1165 1190q8 3 21 -6.5t13 -17.5q-2 -178 -24.5 -323.5t-55.5 -245.5t-87 -174.5t-102.5 -118.5t-118 -68.5t-118.5 -33t-120 -4.5t-105 9.5t-90 16.5q-61 12 -78 11q-4 1 -12.5 0t-34 -14.5t-52.5 -40.5l-153 -153q-26 -24 -37 -14.5t-11 43.5q0 64 42 102q8 8 50.5 45 t66.5 58q19 17 35 47t13 61q-9 55 -10 102.5t7 111t37 130t78 129.5q39 51 80 88t89.5 63.5t94.5 45t113.5 36t129 31t157.5 37t182 47.5zM1116 1098q-8 9 -22.5 -3t-45.5 -50q-38 -47 -119 -103.5t-142 -89.5l-62 -33q-56 -30 -102 -57t-104 -68t-102.5 -80.5t-85.5 -91 t-64 -104.5q-24 -56 -31 -86t2 -32t31.5 17.5t55.5 59.5q25 30 94 75.5t125.5 77.5t147.5 81q70 37 118.5 69t102 79.5t99 111t86.5 148.5q22 50 24 60t-6 19z" />
<glyph unicode="&#xe104;" d="M653 1231q-39 -67 -54.5 -131t-10.5 -114.5t24.5 -96.5t47.5 -80t63.5 -62.5t68.5 -46.5t65 -30q-4 7 -17.5 35t-18.5 39.5t-17 39.5t-17 43t-13 42t-9.5 44.5t-2 42t4 43t13.5 39t23 38.5q96 -42 165 -107.5t105 -138t52 -156t13 -159t-19 -149.5q-13 -55 -44 -106.5 t-68 -87t-78.5 -64.5t-72.5 -45t-53 -22q-72 -22 -127 -11q-31 6 -13 19q6 3 17 7q13 5 32.5 21t41 44t38.5 63.5t21.5 81.5t-6.5 94.5t-50 107t-104 115.5q10 -104 -0.5 -189t-37 -140.5t-65 -93t-84 -52t-93.5 -11t-95 24.5q-80 36 -131.5 114t-53.5 171q-2 23 0 49.5 t4.5 52.5t13.5 56t27.5 60t46 64.5t69.5 68.5q-8 -53 -5 -102.5t17.5 -90t34 -68.5t44.5 -39t49 -2q31 13 38.5 36t-4.5 55t-29 64.5t-36 75t-26 75.5q-15 85 2 161.5t53.5 128.5t85.5 92.5t93.5 61t81.5 25.5z" />
<glyph unicode="&#xe105;" d="M600 1094q82 0 160.5 -22.5t140 -59t116.5 -82.5t94.5 -95t68 -95t42.5 -82.5t14 -57.5t-14 -57.5t-43 -82.5t-68.5 -95t-94.5 -95t-116.5 -82.5t-140 -59t-159.5 -22.5t-159.5 22.5t-140 59t-116.5 82.5t-94.5 95t-68.5 95t-43 82.5t-14 57.5t14 57.5t42.5 82.5t68 95 t94.5 95t116.5 82.5t140 59t160.5 22.5zM888 829q-15 15 -18 12t5 -22q25 -57 25 -119q0 -124 -88 -212t-212 -88t-212 88t-88 212q0 59 23 114q8 19 4.5 22t-17.5 -12q-70 -69 -160 -184q-13 -16 -15 -40.5t9 -42.5q22 -36 47 -71t70 -82t92.5 -81t113 -58.5t133.5 -24.5 t133.5 24t113 58.5t92.5 81.5t70 81.5t47 70.5q11 18 9 42.5t-14 41.5q-90 117 -163 189zM448 727l-35 -36q-15 -15 -19.5 -38.5t4.5 -41.5q37 -68 93 -116q16 -13 38.5 -11t36.5 17l35 34q14 15 12.5 33.5t-16.5 33.5q-44 44 -89 117q-11 18 -28 20t-32 -12z" />
<glyph unicode="&#xe106;" d="M592 0h-148l31 120q-91 20 -175.5 68.5t-143.5 106.5t-103.5 119t-66.5 110t-22 76q0 21 14 57.5t42.5 82.5t68 95t94.5 95t116.5 82.5t140 59t160.5 22.5q61 0 126 -15l32 121h148zM944 770l47 181q108 -85 176.5 -192t68.5 -159q0 -26 -19.5 -71t-59.5 -102t-93 -112 t-129 -104.5t-158 -75.5l46 173q77 49 136 117t97 131q11 18 9 42.5t-14 41.5q-54 70 -107 130zM310 824q-70 -69 -160 -184q-13 -16 -15 -40.5t9 -42.5q18 -30 39 -60t57 -70.5t74 -73t90 -61t105 -41.5l41 154q-107 18 -178.5 101.5t-71.5 193.5q0 59 23 114q8 19 4.5 22 t-17.5 -12zM448 727l-35 -36q-15 -15 -19.5 -38.5t4.5 -41.5q37 -68 93 -116q16 -13 38.5 -11t36.5 17l12 11l22 86l-3 4q-44 44 -89 117q-11 18 -28 20t-32 -12z" />
<glyph unicode="&#xe107;" d="M-90 100l642 1066q20 31 48 28.5t48 -35.5l642 -1056q21 -32 7.5 -67.5t-50.5 -35.5h-1294q-37 0 -50.5 34t7.5 66zM155 200h345v75q0 10 7.5 17.5t17.5 7.5h150q10 0 17.5 -7.5t7.5 -17.5v-75h345l-445 723zM496 700h208q20 0 32 -14.5t8 -34.5l-58 -252 q-4 -20 -21.5 -34.5t-37.5 -14.5h-54q-20 0 -37.5 14.5t-21.5 34.5l-58 252q-4 20 8 34.5t32 14.5z" />
<glyph unicode="&#xe108;" d="M650 1200q62 0 106 -44t44 -106v-339l363 -325q15 -14 26 -38.5t11 -44.5v-41q0 -20 -12 -26.5t-29 5.5l-359 249v-263q100 -93 100 -113v-64q0 -21 -13 -29t-32 1l-205 128l-205 -128q-19 -9 -32 -1t-13 29v64q0 20 100 113v263l-359 -249q-17 -12 -29 -5.5t-12 26.5v41 q0 20 11 44.5t26 38.5l363 325v339q0 62 44 106t106 44z" />
<glyph unicode="&#xe109;" d="M850 1200h100q21 0 35.5 -14.5t14.5 -35.5v-50h50q21 0 35.5 -14.5t14.5 -35.5v-150h-1100v150q0 21 14.5 35.5t35.5 14.5h50v50q0 21 14.5 35.5t35.5 14.5h100q21 0 35.5 -14.5t14.5 -35.5v-50h500v50q0 21 14.5 35.5t35.5 14.5zM1100 800v-750q0 -21 -14.5 -35.5 t-35.5 -14.5h-1000q-21 0 -35.5 14.5t-14.5 35.5v750h1100zM100 600v-100h100v100h-100zM300 600v-100h100v100h-100zM500 600v-100h100v100h-100zM700 600v-100h100v100h-100zM900 600v-100h100v100h-100zM100 400v-100h100v100h-100zM300 400v-100h100v100h-100zM500 400 v-100h100v100h-100zM700 400v-100h100v100h-100zM900 400v-100h100v100h-100zM100 200v-100h100v100h-100zM300 200v-100h100v100h-100zM500 200v-100h100v100h-100zM700 200v-100h100v100h-100zM900 200v-100h100v100h-100z" />
<glyph unicode="&#xe110;" d="M1135 1165l249 -230q15 -14 15 -35t-15 -35l-249 -230q-14 -14 -24.5 -10t-10.5 25v150h-159l-600 -600h-291q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5h209l600 600h241v150q0 21 10.5 25t24.5 -10zM522 819l-141 -141l-122 122h-209q-21 0 -35.5 14.5 t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5h291zM1135 565l249 -230q15 -14 15 -35t-15 -35l-249 -230q-14 -14 -24.5 -10t-10.5 25v150h-241l-181 181l141 141l122 -122h159v150q0 21 10.5 25t24.5 -10z" />
<glyph unicode="&#xe111;" d="M100 1100h1000q41 0 70.5 -29.5t29.5 -70.5v-600q0 -41 -29.5 -70.5t-70.5 -29.5h-596l-304 -300v300h-100q-41 0 -70.5 29.5t-29.5 70.5v600q0 41 29.5 70.5t70.5 29.5z" />
<glyph unicode="&#xe112;" d="M150 1200h200q21 0 35.5 -14.5t14.5 -35.5v-250h-300v250q0 21 14.5 35.5t35.5 14.5zM850 1200h200q21 0 35.5 -14.5t14.5 -35.5v-250h-300v250q0 21 14.5 35.5t35.5 14.5zM1100 800v-300q0 -41 -3 -77.5t-15 -89.5t-32 -96t-58 -89t-89 -77t-129 -51t-174 -20t-174 20 t-129 51t-89 77t-58 89t-32 96t-15 89.5t-3 77.5v300h300v-250v-27v-42.5t1.5 -41t5 -38t10 -35t16.5 -30t25.5 -24.5t35 -19t46.5 -12t60 -4t60 4.5t46.5 12.5t35 19.5t25 25.5t17 30.5t10 35t5 38t2 40.5t-0.5 42v25v250h300z" />
<glyph unicode="&#xe113;" d="M1100 411l-198 -199l-353 353l-353 -353l-197 199l551 551z" />
<glyph unicode="&#xe114;" d="M1101 789l-550 -551l-551 551l198 199l353 -353l353 353z" />
<glyph unicode="&#xe115;" d="M404 1000h746q21 0 35.5 -14.5t14.5 -35.5v-551h150q21 0 25 -10.5t-10 -24.5l-230 -249q-14 -15 -35 -15t-35 15l-230 249q-14 14 -10 24.5t25 10.5h150v401h-381zM135 984l230 -249q14 -14 10 -24.5t-25 -10.5h-150v-400h385l215 -200h-750q-21 0 -35.5 14.5 t-14.5 35.5v550h-150q-21 0 -25 10.5t10 24.5l230 249q14 15 35 15t35 -15z" />
<glyph unicode="&#xe116;" d="M56 1200h94q17 0 31 -11t18 -27l38 -162h896q24 0 39 -18.5t10 -42.5l-100 -475q-5 -21 -27 -42.5t-55 -21.5h-633l48 -200h535q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-50v-50q0 -21 -14.5 -35.5t-35.5 -14.5t-35.5 14.5t-14.5 35.5v50h-300v-50 q0 -21 -14.5 -35.5t-35.5 -14.5t-35.5 14.5t-14.5 35.5v50h-31q-18 0 -32.5 10t-20.5 19l-5 10l-201 961h-54q-20 0 -35 14.5t-15 35.5t15 35.5t35 14.5z" />
<glyph unicode="&#xe117;" d="M1200 1000v-100h-1200v100h200q0 41 29.5 70.5t70.5 29.5h300q41 0 70.5 -29.5t29.5 -70.5h500zM0 800h1200v-800h-1200v800z" />
<glyph unicode="&#xe118;" d="M200 800l-200 -400v600h200q0 41 29.5 70.5t70.5 29.5h300q42 0 71 -29.5t29 -70.5h500v-200h-1000zM1500 700l-300 -700h-1200l300 700h1200z" />
<glyph unicode="&#xe119;" d="M635 1184l230 -249q14 -14 10 -24.5t-25 -10.5h-150v-601h150q21 0 25 -10.5t-10 -24.5l-230 -249q-14 -15 -35 -15t-35 15l-230 249q-14 14 -10 24.5t25 10.5h150v601h-150q-21 0 -25 10.5t10 24.5l230 249q14 15 35 15t35 -15z" />
<glyph unicode="&#xe120;" d="M936 864l249 -229q14 -15 14 -35.5t-14 -35.5l-249 -229q-15 -15 -25.5 -10.5t-10.5 24.5v151h-600v-151q0 -20 -10.5 -24.5t-25.5 10.5l-249 229q-14 15 -14 35.5t14 35.5l249 229q15 15 25.5 10.5t10.5 -25.5v-149h600v149q0 21 10.5 25.5t25.5 -10.5z" />
<glyph unicode="&#xe121;" d="M1169 400l-172 732q-5 23 -23 45.5t-38 22.5h-672q-20 0 -38 -20t-23 -41l-172 -739h1138zM1100 300h-1000q-41 0 -70.5 -29.5t-29.5 -70.5v-100q0 -41 29.5 -70.5t70.5 -29.5h1000q41 0 70.5 29.5t29.5 70.5v100q0 41 -29.5 70.5t-70.5 29.5zM800 100v100h100v-100h-100 zM1000 100v100h100v-100h-100z" />
<glyph unicode="&#xe122;" d="M1150 1100q21 0 35.5 -14.5t14.5 -35.5v-850q0 -21 -14.5 -35.5t-35.5 -14.5t-35.5 14.5t-14.5 35.5v850q0 21 14.5 35.5t35.5 14.5zM1000 200l-675 200h-38l47 -276q3 -16 -5.5 -20t-29.5 -4h-7h-84q-20 0 -34.5 14t-18.5 35q-55 337 -55 351v250v6q0 16 1 23.5t6.5 14 t17.5 6.5h200l675 250v-850zM0 750v-250q-4 0 -11 0.5t-24 6t-30 15t-24 30t-11 48.5v50q0 26 10.5 46t25 30t29 16t25.5 7z" />
<glyph unicode="&#xe123;" d="M553 1200h94q20 0 29 -10.5t3 -29.5l-18 -37q83 -19 144 -82.5t76 -140.5l63 -327l118 -173h17q19 0 33 -14.5t14 -35t-13 -40.5t-31 -27q-8 -4 -23 -9.5t-65 -19.5t-103 -25t-132.5 -20t-158.5 -9q-57 0 -115 5t-104 12t-88.5 15.5t-73.5 17.5t-54.5 16t-35.5 12l-11 4 q-18 8 -31 28t-13 40.5t14 35t33 14.5h17l118 173l63 327q15 77 76 140t144 83l-18 32q-6 19 3.5 32t28.5 13zM498 110q50 -6 102 -6q53 0 102 6q-12 -49 -39.5 -79.5t-62.5 -30.5t-63 30.5t-39 79.5z" />
<glyph unicode="&#xe124;" d="M800 946l224 78l-78 -224l234 -45l-180 -155l180 -155l-234 -45l78 -224l-224 78l-45 -234l-155 180l-155 -180l-45 234l-224 -78l78 224l-234 45l180 155l-180 155l234 45l-78 224l224 -78l45 234l155 -180l155 180z" />
<glyph unicode="&#xe125;" d="M650 1200h50q40 0 70 -40.5t30 -84.5v-150l-28 -125h328q40 0 70 -40.5t30 -84.5v-100q0 -45 -29 -74l-238 -344q-16 -24 -38 -40.5t-45 -16.5h-250q-7 0 -42 25t-66 50l-31 25h-61q-45 0 -72.5 18t-27.5 57v400q0 36 20 63l145 196l96 198q13 28 37.5 48t51.5 20z M650 1100l-100 -212l-150 -213v-375h100l136 -100h214l250 375v125h-450l50 225v175h-50zM50 800h100q21 0 35.5 -14.5t14.5 -35.5v-500q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v500q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe126;" d="M600 1100h250q23 0 45 -16.5t38 -40.5l238 -344q29 -29 29 -74v-100q0 -44 -30 -84.5t-70 -40.5h-328q28 -118 28 -125v-150q0 -44 -30 -84.5t-70 -40.5h-50q-27 0 -51.5 20t-37.5 48l-96 198l-145 196q-20 27 -20 63v400q0 39 27.5 57t72.5 18h61q124 100 139 100z M50 1000h100q21 0 35.5 -14.5t14.5 -35.5v-500q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v500q0 21 14.5 35.5t35.5 14.5zM636 1000l-136 -100h-100v-375l150 -213l100 -212h50v175l-50 225h450v125l-250 375h-214z" />
<glyph unicode="&#xe127;" d="M356 873l363 230q31 16 53 -6l110 -112q13 -13 13.5 -32t-11.5 -34l-84 -121h302q84 0 138 -38t54 -110t-55 -111t-139 -39h-106l-131 -339q-6 -21 -19.5 -41t-28.5 -20h-342q-7 0 -90 81t-83 94v525q0 17 14 35.5t28 28.5zM400 792v-503l100 -89h293l131 339 q6 21 19.5 41t28.5 20h203q21 0 30.5 25t0.5 50t-31 25h-456h-7h-6h-5.5t-6 0.5t-5 1.5t-5 2t-4 2.5t-4 4t-2.5 4.5q-12 25 5 47l146 183l-86 83zM50 800h100q21 0 35.5 -14.5t14.5 -35.5v-500q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v500 q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe128;" d="M475 1103l366 -230q2 -1 6 -3.5t14 -10.5t18 -16.5t14.5 -20t6.5 -22.5v-525q0 -13 -86 -94t-93 -81h-342q-15 0 -28.5 20t-19.5 41l-131 339h-106q-85 0 -139.5 39t-54.5 111t54 110t138 38h302l-85 121q-11 15 -10.5 34t13.5 32l110 112q22 22 53 6zM370 945l146 -183 q17 -22 5 -47q-2 -2 -3.5 -4.5t-4 -4t-4 -2.5t-5 -2t-5 -1.5t-6 -0.5h-6h-6.5h-6h-475v-100h221q15 0 29 -20t20 -41l130 -339h294l106 89v503l-342 236zM1050 800h100q21 0 35.5 -14.5t14.5 -35.5v-500q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5 v500q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe129;" d="M550 1294q72 0 111 -55t39 -139v-106l339 -131q21 -6 41 -19.5t20 -28.5v-342q0 -7 -81 -90t-94 -83h-525q-17 0 -35.5 14t-28.5 28l-9 14l-230 363q-16 31 6 53l112 110q13 13 32 13.5t34 -11.5l121 -84v302q0 84 38 138t110 54zM600 972v203q0 21 -25 30.5t-50 0.5 t-25 -31v-456v-7v-6v-5.5t-0.5 -6t-1.5 -5t-2 -5t-2.5 -4t-4 -4t-4.5 -2.5q-25 -12 -47 5l-183 146l-83 -86l236 -339h503l89 100v293l-339 131q-21 6 -41 19.5t-20 28.5zM450 200h500q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-500 q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe130;" d="M350 1100h500q21 0 35.5 14.5t14.5 35.5v100q0 21 -14.5 35.5t-35.5 14.5h-500q-21 0 -35.5 -14.5t-14.5 -35.5v-100q0 -21 14.5 -35.5t35.5 -14.5zM600 306v-106q0 -84 -39 -139t-111 -55t-110 54t-38 138v302l-121 -84q-15 -12 -34 -11.5t-32 13.5l-112 110 q-22 22 -6 53l230 363q1 2 3.5 6t10.5 13.5t16.5 17t20 13.5t22.5 6h525q13 0 94 -83t81 -90v-342q0 -15 -20 -28.5t-41 -19.5zM308 900l-236 -339l83 -86l183 146q22 17 47 5q2 -1 4.5 -2.5t4 -4t2.5 -4t2 -5t1.5 -5t0.5 -6v-5.5v-6v-7v-456q0 -22 25 -31t50 0.5t25 30.5 v203q0 15 20 28.5t41 19.5l339 131v293l-89 100h-503z" />
<glyph unicode="&#xe131;" d="M600 1178q118 0 225 -45.5t184.5 -123t123 -184.5t45.5 -225t-45.5 -225t-123 -184.5t-184.5 -123t-225 -45.5t-225 45.5t-184.5 123t-123 184.5t-45.5 225t45.5 225t123 184.5t184.5 123t225 45.5zM914 632l-275 223q-16 13 -27.5 8t-11.5 -26v-137h-275 q-10 0 -17.5 -7.5t-7.5 -17.5v-150q0 -10 7.5 -17.5t17.5 -7.5h275v-137q0 -21 11.5 -26t27.5 8l275 223q16 13 16 32t-16 32z" />
<glyph unicode="&#xe132;" d="M600 1178q118 0 225 -45.5t184.5 -123t123 -184.5t45.5 -225t-45.5 -225t-123 -184.5t-184.5 -123t-225 -45.5t-225 45.5t-184.5 123t-123 184.5t-45.5 225t45.5 225t123 184.5t184.5 123t225 45.5zM561 855l-275 -223q-16 -13 -16 -32t16 -32l275 -223q16 -13 27.5 -8 t11.5 26v137h275q10 0 17.5 7.5t7.5 17.5v150q0 10 -7.5 17.5t-17.5 7.5h-275v137q0 21 -11.5 26t-27.5 -8z" />
<glyph unicode="&#xe133;" d="M600 1178q118 0 225 -45.5t184.5 -123t123 -184.5t45.5 -225t-45.5 -225t-123 -184.5t-184.5 -123t-225 -45.5t-225 45.5t-184.5 123t-123 184.5t-45.5 225t45.5 225t123 184.5t184.5 123t225 45.5zM855 639l-223 275q-13 16 -32 16t-32 -16l-223 -275q-13 -16 -8 -27.5 t26 -11.5h137v-275q0 -10 7.5 -17.5t17.5 -7.5h150q10 0 17.5 7.5t7.5 17.5v275h137q21 0 26 11.5t-8 27.5z" />
<glyph unicode="&#xe134;" d="M600 1178q118 0 225 -45.5t184.5 -123t123 -184.5t45.5 -225t-45.5 -225t-123 -184.5t-184.5 -123t-225 -45.5t-225 45.5t-184.5 123t-123 184.5t-45.5 225t45.5 225t123 184.5t184.5 123t225 45.5zM675 900h-150q-10 0 -17.5 -7.5t-7.5 -17.5v-275h-137q-21 0 -26 -11.5 t8 -27.5l223 -275q13 -16 32 -16t32 16l223 275q13 16 8 27.5t-26 11.5h-137v275q0 10 -7.5 17.5t-17.5 7.5z" />
<glyph unicode="&#xe135;" d="M600 1176q116 0 222.5 -46t184 -123.5t123.5 -184t46 -222.5t-46 -222.5t-123.5 -184t-184 -123.5t-222.5 -46t-222.5 46t-184 123.5t-123.5 184t-46 222.5t46 222.5t123.5 184t184 123.5t222.5 46zM627 1101q-15 -12 -36.5 -20.5t-35.5 -12t-43 -8t-39 -6.5 q-15 -3 -45.5 0t-45.5 -2q-20 -7 -51.5 -26.5t-34.5 -34.5q-3 -11 6.5 -22.5t8.5 -18.5q-3 -34 -27.5 -91t-29.5 -79q-9 -34 5 -93t8 -87q0 -9 17 -44.5t16 -59.5q12 0 23 -5t23.5 -15t19.5 -14q16 -8 33 -15t40.5 -15t34.5 -12q21 -9 52.5 -32t60 -38t57.5 -11 q7 -15 -3 -34t-22.5 -40t-9.5 -38q13 -21 23 -34.5t27.5 -27.5t36.5 -18q0 -7 -3.5 -16t-3.5 -14t5 -17q104 -2 221 112q30 29 46.5 47t34.5 49t21 63q-13 8 -37 8.5t-36 7.5q-15 7 -49.5 15t-51.5 19q-18 0 -41 -0.5t-43 -1.5t-42 -6.5t-38 -16.5q-51 -35 -66 -12 q-4 1 -3.5 25.5t0.5 25.5q-6 13 -26.5 17.5t-24.5 6.5q1 15 -0.5 30.5t-7 28t-18.5 11.5t-31 -21q-23 -25 -42 4q-19 28 -8 58q6 16 22 22q6 -1 26 -1.5t33.5 -4t19.5 -13.5q7 -12 18 -24t21.5 -20.5t20 -15t15.5 -10.5l5 -3q2 12 7.5 30.5t8 34.5t-0.5 32q-3 18 3.5 29 t18 22.5t15.5 24.5q6 14 10.5 35t8 31t15.5 22.5t34 22.5q-6 18 10 36q8 0 24 -1.5t24.5 -1.5t20 4.5t20.5 15.5q-10 23 -31 42.5t-37.5 29.5t-49 27t-43.5 23q0 1 2 8t3 11.5t1.5 10.5t-1 9.5t-4.5 4.5q31 -13 58.5 -14.5t38.5 2.5l12 5q5 28 -9.5 46t-36.5 24t-50 15 t-41 20q-18 -4 -37 0zM613 994q0 -17 8 -42t17 -45t9 -23q-8 1 -39.5 5.5t-52.5 10t-37 16.5q3 11 16 29.5t16 25.5q10 -10 19 -10t14 6t13.5 14.5t16.5 12.5z" />
<glyph unicode="&#xe136;" d="M756 1157q164 92 306 -9l-259 -138l145 -232l251 126q6 -89 -34 -156.5t-117 -110.5q-60 -34 -127 -39.5t-126 16.5l-596 -596q-15 -16 -36.5 -16t-36.5 16l-111 110q-15 15 -15 36.5t15 37.5l600 599q-34 101 5.5 201.5t135.5 154.5z" />
<glyph unicode="&#xe137;" horiz-adv-x="1220" d="M100 1196h1000q41 0 70.5 -29.5t29.5 -70.5v-100q0 -41 -29.5 -70.5t-70.5 -29.5h-1000q-41 0 -70.5 29.5t-29.5 70.5v100q0 41 29.5 70.5t70.5 29.5zM1100 1096h-200v-100h200v100zM100 796h1000q41 0 70.5 -29.5t29.5 -70.5v-100q0 -41 -29.5 -70.5t-70.5 -29.5h-1000 q-41 0 -70.5 29.5t-29.5 70.5v100q0 41 29.5 70.5t70.5 29.5zM1100 696h-500v-100h500v100zM100 396h1000q41 0 70.5 -29.5t29.5 -70.5v-100q0 -41 -29.5 -70.5t-70.5 -29.5h-1000q-41 0 -70.5 29.5t-29.5 70.5v100q0 41 29.5 70.5t70.5 29.5zM1100 296h-300v-100h300v100z " />
<glyph unicode="&#xe138;" d="M150 1200h900q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-900q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5zM700 500v-300l-200 -200v500l-350 500h900z" />
<glyph unicode="&#xe139;" d="M500 1200h200q41 0 70.5 -29.5t29.5 -70.5v-100h300q41 0 70.5 -29.5t29.5 -70.5v-400h-500v100h-200v-100h-500v400q0 41 29.5 70.5t70.5 29.5h300v100q0 41 29.5 70.5t70.5 29.5zM500 1100v-100h200v100h-200zM1200 400v-200q0 -41 -29.5 -70.5t-70.5 -29.5h-1000 q-41 0 -70.5 29.5t-29.5 70.5v200h1200z" />
<glyph unicode="&#xe140;" d="M50 1200h300q21 0 25 -10.5t-10 -24.5l-94 -94l199 -199q7 -8 7 -18t-7 -18l-106 -106q-8 -7 -18 -7t-18 7l-199 199l-94 -94q-14 -14 -24.5 -10t-10.5 25v300q0 21 14.5 35.5t35.5 14.5zM850 1200h300q21 0 35.5 -14.5t14.5 -35.5v-300q0 -21 -10.5 -25t-24.5 10l-94 94 l-199 -199q-8 -7 -18 -7t-18 7l-106 106q-7 8 -7 18t7 18l199 199l-94 94q-14 14 -10 24.5t25 10.5zM364 470l106 -106q7 -8 7 -18t-7 -18l-199 -199l94 -94q14 -14 10 -24.5t-25 -10.5h-300q-21 0 -35.5 14.5t-14.5 35.5v300q0 21 10.5 25t24.5 -10l94 -94l199 199 q8 7 18 7t18 -7zM1071 271l94 94q14 14 24.5 10t10.5 -25v-300q0 -21 -14.5 -35.5t-35.5 -14.5h-300q-21 0 -25 10.5t10 24.5l94 94l-199 199q-7 8 -7 18t7 18l106 106q8 7 18 7t18 -7z" />
<glyph unicode="&#xe141;" d="M596 1192q121 0 231.5 -47.5t190 -127t127 -190t47.5 -231.5t-47.5 -231.5t-127 -190.5t-190 -127t-231.5 -47t-231.5 47t-190.5 127t-127 190.5t-47 231.5t47 231.5t127 190t190.5 127t231.5 47.5zM596 1010q-112 0 -207.5 -55.5t-151 -151t-55.5 -207.5t55.5 -207.5 t151 -151t207.5 -55.5t207.5 55.5t151 151t55.5 207.5t-55.5 207.5t-151 151t-207.5 55.5zM454.5 905q22.5 0 38.5 -16t16 -38.5t-16 -39t-38.5 -16.5t-38.5 16.5t-16 39t16 38.5t38.5 16zM754.5 905q22.5 0 38.5 -16t16 -38.5t-16 -39t-38 -16.5q-14 0 -29 10l-55 -145 q17 -23 17 -51q0 -36 -25.5 -61.5t-61.5 -25.5t-61.5 25.5t-25.5 61.5q0 32 20.5 56.5t51.5 29.5l122 126l1 1q-9 14 -9 28q0 23 16 39t38.5 16zM345.5 709q22.5 0 38.5 -16t16 -38.5t-16 -38.5t-38.5 -16t-38.5 16t-16 38.5t16 38.5t38.5 16zM854.5 709q22.5 0 38.5 -16 t16 -38.5t-16 -38.5t-38.5 -16t-38.5 16t-16 38.5t16 38.5t38.5 16z" />
<glyph unicode="&#xe142;" d="M546 173l469 470q91 91 99 192q7 98 -52 175.5t-154 94.5q-22 4 -47 4q-34 0 -66.5 -10t-56.5 -23t-55.5 -38t-48 -41.5t-48.5 -47.5q-376 -375 -391 -390q-30 -27 -45 -41.5t-37.5 -41t-32 -46.5t-16 -47.5t-1.5 -56.5q9 -62 53.5 -95t99.5 -33q74 0 125 51l548 548 q36 36 20 75q-7 16 -21.5 26t-32.5 10q-26 0 -50 -23q-13 -12 -39 -38l-341 -338q-15 -15 -35.5 -15.5t-34.5 13.5t-14 34.5t14 34.5q327 333 361 367q35 35 67.5 51.5t78.5 16.5q14 0 29 -1q44 -8 74.5 -35.5t43.5 -68.5q14 -47 2 -96.5t-47 -84.5q-12 -11 -32 -32 t-79.5 -81t-114.5 -115t-124.5 -123.5t-123 -119.5t-96.5 -89t-57 -45q-56 -27 -120 -27q-70 0 -129 32t-93 89q-48 78 -35 173t81 163l511 511q71 72 111 96q91 55 198 55q80 0 152 -33q78 -36 129.5 -103t66.5 -154q17 -93 -11 -183.5t-94 -156.5l-482 -476 q-15 -15 -36 -16t-37 14t-17.5 34t14.5 35z" />
<glyph unicode="&#xe143;" d="M649 949q48 68 109.5 104t121.5 38.5t118.5 -20t102.5 -64t71 -100.5t27 -123q0 -57 -33.5 -117.5t-94 -124.5t-126.5 -127.5t-150 -152.5t-146 -174q-62 85 -145.5 174t-150 152.5t-126.5 127.5t-93.5 124.5t-33.5 117.5q0 64 28 123t73 100.5t104 64t119 20 t120.5 -38.5t104.5 -104zM896 972q-33 0 -64.5 -19t-56.5 -46t-47.5 -53.5t-43.5 -45.5t-37.5 -19t-36 19t-40 45.5t-43 53.5t-54 46t-65.5 19q-67 0 -122.5 -55.5t-55.5 -132.5q0 -23 13.5 -51t46 -65t57.5 -63t76 -75l22 -22q15 -14 44 -44t50.5 -51t46 -44t41 -35t23 -12 t23.5 12t42.5 36t46 44t52.5 52t44 43q4 4 12 13q43 41 63.5 62t52 55t46 55t26 46t11.5 44q0 79 -53 133.5t-120 54.5z" />
<glyph unicode="&#xe144;" d="M776.5 1214q93.5 0 159.5 -66l141 -141q66 -66 66 -160q0 -42 -28 -95.5t-62 -87.5l-29 -29q-31 53 -77 99l-18 18l95 95l-247 248l-389 -389l212 -212l-105 -106l-19 18l-141 141q-66 66 -66 159t66 159l283 283q65 66 158.5 66zM600 706l105 105q10 -8 19 -17l141 -141 q66 -66 66 -159t-66 -159l-283 -283q-66 -66 -159 -66t-159 66l-141 141q-66 66 -66 159.5t66 159.5l55 55q29 -55 75 -102l18 -17l-95 -95l247 -248l389 389z" />
<glyph unicode="&#xe145;" d="M603 1200q85 0 162 -15t127 -38t79 -48t29 -46v-953q0 -41 -29.5 -70.5t-70.5 -29.5h-600q-41 0 -70.5 29.5t-29.5 70.5v953q0 21 30 46.5t81 48t129 37.5t163 15zM300 1000v-700h600v700h-600zM600 254q-43 0 -73.5 -30.5t-30.5 -73.5t30.5 -73.5t73.5 -30.5t73.5 30.5 t30.5 73.5t-30.5 73.5t-73.5 30.5z" />
<glyph unicode="&#xe146;" d="M902 1185l283 -282q15 -15 15 -36t-14.5 -35.5t-35.5 -14.5t-35 15l-36 35l-279 -267v-300l-212 210l-308 -307l-280 -203l203 280l307 308l-210 212h300l267 279l-35 36q-15 14 -15 35t14.5 35.5t35.5 14.5t35 -15z" />
<glyph unicode="&#xe148;" d="M700 1248v-78q38 -5 72.5 -14.5t75.5 -31.5t71 -53.5t52 -84t24 -118.5h-159q-4 36 -10.5 59t-21 45t-40 35.5t-64.5 20.5v-307l64 -13q34 -7 64 -16.5t70 -32t67.5 -52.5t47.5 -80t20 -112q0 -139 -89 -224t-244 -97v-77h-100v79q-150 16 -237 103q-40 40 -52.5 93.5 t-15.5 139.5h139q5 -77 48.5 -126t117.5 -65v335l-27 8q-46 14 -79 26.5t-72 36t-63 52t-40 72.5t-16 98q0 70 25 126t67.5 92t94.5 57t110 27v77h100zM600 754v274q-29 -4 -50 -11t-42 -21.5t-31.5 -41.5t-10.5 -65q0 -29 7 -50.5t16.5 -34t28.5 -22.5t31.5 -14t37.5 -10 q9 -3 13 -4zM700 547v-310q22 2 42.5 6.5t45 15.5t41.5 27t29 42t12 59.5t-12.5 59.5t-38 44.5t-53 31t-66.5 24.5z" />
<glyph unicode="&#xe149;" d="M561 1197q84 0 160.5 -40t123.5 -109.5t47 -147.5h-153q0 40 -19.5 71.5t-49.5 48.5t-59.5 26t-55.5 9q-37 0 -79 -14.5t-62 -35.5q-41 -44 -41 -101q0 -26 13.5 -63t26.5 -61t37 -66q6 -9 9 -14h241v-100h-197q8 -50 -2.5 -115t-31.5 -95q-45 -62 -99 -112 q34 10 83 17.5t71 7.5q32 1 102 -16t104 -17q83 0 136 30l50 -147q-31 -19 -58 -30.5t-55 -15.5t-42 -4.5t-46 -0.5q-23 0 -76 17t-111 32.5t-96 11.5q-39 -3 -82 -16t-67 -25l-23 -11l-55 145q4 3 16 11t15.5 10.5t13 9t15.5 12t14.5 14t17.5 18.5q48 55 54 126.5 t-30 142.5h-221v100h166q-23 47 -44 104q-7 20 -12 41.5t-6 55.5t6 66.5t29.5 70.5t58.5 71q97 88 263 88z" />
<glyph unicode="&#xe150;" d="M400 300h150q21 0 25 -11t-10 -25l-230 -250q-14 -15 -35 -15t-35 15l-230 250q-14 14 -10 25t25 11h150v900h200v-900zM935 1184l230 -249q14 -14 10 -24.5t-25 -10.5h-150v-900h-200v900h-150q-21 0 -25 10.5t10 24.5l230 249q14 15 35 15t35 -15z" />
<glyph unicode="&#xe151;" d="M1000 700h-100v100h-100v-100h-100v500h300v-500zM400 300h150q21 0 25 -11t-10 -25l-230 -250q-14 -15 -35 -15t-35 15l-230 250q-14 14 -10 25t25 11h150v900h200v-900zM801 1100v-200h100v200h-100zM1000 350l-200 -250h200v-100h-300v150l200 250h-200v100h300v-150z " />
<glyph unicode="&#xe152;" d="M400 300h150q21 0 25 -11t-10 -25l-230 -250q-14 -15 -35 -15t-35 15l-230 250q-14 14 -10 25t25 11h150v900h200v-900zM1000 1050l-200 -250h200v-100h-300v150l200 250h-200v100h300v-150zM1000 0h-100v100h-100v-100h-100v500h300v-500zM801 400v-200h100v200h-100z " />
<glyph unicode="&#xe153;" d="M400 300h150q21 0 25 -11t-10 -25l-230 -250q-14 -15 -35 -15t-35 15l-230 250q-14 14 -10 25t25 11h150v900h200v-900zM1000 700h-100v400h-100v100h200v-500zM1100 0h-100v100h-200v400h300v-500zM901 400v-200h100v200h-100z" />
<glyph unicode="&#xe154;" d="M400 300h150q21 0 25 -11t-10 -25l-230 -250q-14 -15 -35 -15t-35 15l-230 250q-14 14 -10 25t25 11h150v900h200v-900zM1100 700h-100v100h-200v400h300v-500zM901 1100v-200h100v200h-100zM1000 0h-100v400h-100v100h200v-500z" />
<glyph unicode="&#xe155;" d="M400 300h150q21 0 25 -11t-10 -25l-230 -250q-14 -15 -35 -15t-35 15l-230 250q-14 14 -10 25t25 11h150v900h200v-900zM900 1000h-200v200h200v-200zM1000 700h-300v200h300v-200zM1100 400h-400v200h400v-200zM1200 100h-500v200h500v-200z" />
<glyph unicode="&#xe156;" d="M400 300h150q21 0 25 -11t-10 -25l-230 -250q-14 -15 -35 -15t-35 15l-230 250q-14 14 -10 25t25 11h150v900h200v-900zM1200 1000h-500v200h500v-200zM1100 700h-400v200h400v-200zM1000 400h-300v200h300v-200zM900 100h-200v200h200v-200z" />
<glyph unicode="&#xe157;" d="M350 1100h400q162 0 256 -93.5t94 -256.5v-400q0 -165 -93.5 -257.5t-256.5 -92.5h-400q-165 0 -257.5 92.5t-92.5 257.5v400q0 165 92.5 257.5t257.5 92.5zM800 900h-500q-41 0 -70.5 -29.5t-29.5 -70.5v-500q0 -41 29.5 -70.5t70.5 -29.5h500q41 0 70.5 29.5t29.5 70.5 v500q0 41 -29.5 70.5t-70.5 29.5z" />
<glyph unicode="&#xe158;" d="M350 1100h400q165 0 257.5 -92.5t92.5 -257.5v-400q0 -165 -92.5 -257.5t-257.5 -92.5h-400q-163 0 -256.5 92.5t-93.5 257.5v400q0 163 94 256.5t256 93.5zM800 900h-500q-41 0 -70.5 -29.5t-29.5 -70.5v-500q0 -41 29.5 -70.5t70.5 -29.5h500q41 0 70.5 29.5t29.5 70.5 v500q0 41 -29.5 70.5t-70.5 29.5zM440 770l253 -190q17 -12 17 -30t-17 -30l-253 -190q-16 -12 -28 -6.5t-12 26.5v400q0 21 12 26.5t28 -6.5z" />
<glyph unicode="&#xe159;" d="M350 1100h400q163 0 256.5 -94t93.5 -256v-400q0 -165 -92.5 -257.5t-257.5 -92.5h-400q-165 0 -257.5 92.5t-92.5 257.5v400q0 163 92.5 256.5t257.5 93.5zM800 900h-500q-41 0 -70.5 -29.5t-29.5 -70.5v-500q0 -41 29.5 -70.5t70.5 -29.5h500q41 0 70.5 29.5t29.5 70.5 v500q0 41 -29.5 70.5t-70.5 29.5zM350 700h400q21 0 26.5 -12t-6.5 -28l-190 -253q-12 -17 -30 -17t-30 17l-190 253q-12 16 -6.5 28t26.5 12z" />
<glyph unicode="&#xe160;" d="M350 1100h400q165 0 257.5 -92.5t92.5 -257.5v-400q0 -163 -92.5 -256.5t-257.5 -93.5h-400q-163 0 -256.5 94t-93.5 256v400q0 165 92.5 257.5t257.5 92.5zM800 900h-500q-41 0 -70.5 -29.5t-29.5 -70.5v-500q0 -41 29.5 -70.5t70.5 -29.5h500q41 0 70.5 29.5t29.5 70.5 v500q0 41 -29.5 70.5t-70.5 29.5zM580 693l190 -253q12 -16 6.5 -28t-26.5 -12h-400q-21 0 -26.5 12t6.5 28l190 253q12 17 30 17t30 -17z" />
<glyph unicode="&#xe161;" d="M550 1100h400q165 0 257.5 -92.5t92.5 -257.5v-400q0 -165 -92.5 -257.5t-257.5 -92.5h-400q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5h450q41 0 70.5 29.5t29.5 70.5v500q0 41 -29.5 70.5t-70.5 29.5h-450q-21 0 -35.5 14.5t-14.5 35.5v100 q0 21 14.5 35.5t35.5 14.5zM338 867l324 -284q16 -14 16 -33t-16 -33l-324 -284q-16 -14 -27 -9t-11 26v150h-250q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5h250v150q0 21 11 26t27 -9z" />
<glyph unicode="&#xe162;" d="M793 1182l9 -9q8 -10 5 -27q-3 -11 -79 -225.5t-78 -221.5l300 1q24 0 32.5 -17.5t-5.5 -35.5q-1 0 -133.5 -155t-267 -312.5t-138.5 -162.5q-12 -15 -26 -15h-9l-9 8q-9 11 -4 32q2 9 42 123.5t79 224.5l39 110h-302q-23 0 -31 19q-10 21 6 41q75 86 209.5 237.5 t228 257t98.5 111.5q9 16 25 16h9z" />
<glyph unicode="&#xe163;" d="M350 1100h400q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-450q-41 0 -70.5 -29.5t-29.5 -70.5v-500q0 -41 29.5 -70.5t70.5 -29.5h450q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-400q-165 0 -257.5 92.5t-92.5 257.5v400 q0 165 92.5 257.5t257.5 92.5zM938 867l324 -284q16 -14 16 -33t-16 -33l-324 -284q-16 -14 -27 -9t-11 26v150h-250q-21 0 -35.5 14.5t-14.5 35.5v200q0 21 14.5 35.5t35.5 14.5h250v150q0 21 11 26t27 -9z" />
<glyph unicode="&#xe164;" d="M750 1200h400q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -10.5 -25t-24.5 10l-109 109l-312 -312q-15 -15 -35.5 -15t-35.5 15l-141 141q-15 15 -15 35.5t15 35.5l312 312l-109 109q-14 14 -10 24.5t25 10.5zM456 900h-156q-41 0 -70.5 -29.5t-29.5 -70.5v-500 q0 -41 29.5 -70.5t70.5 -29.5h500q41 0 70.5 29.5t29.5 70.5v148l200 200v-298q0 -165 -93.5 -257.5t-256.5 -92.5h-400q-165 0 -257.5 92.5t-92.5 257.5v400q0 165 92.5 257.5t257.5 92.5h300z" />
<glyph unicode="&#xe165;" d="M600 1186q119 0 227.5 -46.5t187 -125t125 -187t46.5 -227.5t-46.5 -227.5t-125 -187t-187 -125t-227.5 -46.5t-227.5 46.5t-187 125t-125 187t-46.5 227.5t46.5 227.5t125 187t187 125t227.5 46.5zM600 1022q-115 0 -212 -56.5t-153.5 -153.5t-56.5 -212t56.5 -212 t153.5 -153.5t212 -56.5t212 56.5t153.5 153.5t56.5 212t-56.5 212t-153.5 153.5t-212 56.5zM600 794q80 0 137 -57t57 -137t-57 -137t-137 -57t-137 57t-57 137t57 137t137 57z" />
<glyph unicode="&#xe166;" d="M450 1200h200q21 0 35.5 -14.5t14.5 -35.5v-350h245q20 0 25 -11t-9 -26l-383 -426q-14 -15 -33.5 -15t-32.5 15l-379 426q-13 15 -8.5 26t25.5 11h250v350q0 21 14.5 35.5t35.5 14.5zM50 300h1000q21 0 35.5 -14.5t14.5 -35.5v-250h-1100v250q0 21 14.5 35.5t35.5 14.5z M900 200v-50h100v50h-100z" />
<glyph unicode="&#xe167;" d="M583 1182l378 -435q14 -15 9 -31t-26 -16h-244v-250q0 -20 -17 -35t-39 -15h-200q-20 0 -32 14.5t-12 35.5v250h-250q-20 0 -25.5 16.5t8.5 31.5l383 431q14 16 33.5 17t33.5 -14zM50 300h1000q21 0 35.5 -14.5t14.5 -35.5v-250h-1100v250q0 21 14.5 35.5t35.5 14.5z M900 200v-50h100v50h-100z" />
<glyph unicode="&#xe168;" d="M396 723l369 369q7 7 17.5 7t17.5 -7l139 -139q7 -8 7 -18.5t-7 -17.5l-525 -525q-7 -8 -17.5 -8t-17.5 8l-292 291q-7 8 -7 18t7 18l139 139q8 7 18.5 7t17.5 -7zM50 300h1000q21 0 35.5 -14.5t14.5 -35.5v-250h-1100v250q0 21 14.5 35.5t35.5 14.5zM900 200v-50h100v50 h-100z" />
<glyph unicode="&#xe169;" d="M135 1023l142 142q14 14 35 14t35 -14l77 -77l-212 -212l-77 76q-14 15 -14 36t14 35zM655 855l210 210q14 14 24.5 10t10.5 -25l-2 -599q-1 -20 -15.5 -35t-35.5 -15l-597 -1q-21 0 -25 10.5t10 24.5l208 208l-154 155l212 212zM50 300h1000q21 0 35.5 -14.5t14.5 -35.5 v-250h-1100v250q0 21 14.5 35.5t35.5 14.5zM900 200v-50h100v50h-100z" />
<glyph unicode="&#xe170;" d="M350 1200l599 -2q20 -1 35 -15.5t15 -35.5l1 -597q0 -21 -10.5 -25t-24.5 10l-208 208l-155 -154l-212 212l155 154l-210 210q-14 14 -10 24.5t25 10.5zM524 512l-76 -77q-15 -14 -36 -14t-35 14l-142 142q-14 14 -14 35t14 35l77 77zM50 300h1000q21 0 35.5 -14.5 t14.5 -35.5v-250h-1100v250q0 21 14.5 35.5t35.5 14.5zM900 200v-50h100v50h-100z" />
<glyph unicode="&#xe171;" d="M1200 103l-483 276l-314 -399v423h-399l1196 796v-1096zM483 424v-230l683 953z" />
<glyph unicode="&#xe172;" d="M1100 1000v-850q0 -21 -14.5 -35.5t-35.5 -14.5h-150v400h-700v-400h-150q-21 0 -35.5 14.5t-14.5 35.5v1000q0 20 14.5 35t35.5 15h250v-300h500v300h100zM700 1000h-100v200h100v-200z" />
<glyph unicode="&#xe173;" d="M1100 1000l-2 -149l-299 -299l-95 95q-9 9 -21.5 9t-21.5 -9l-149 -147h-312v-400h-150q-21 0 -35.5 14.5t-14.5 35.5v1000q0 20 14.5 35t35.5 15h250v-300h500v300h100zM700 1000h-100v200h100v-200zM1132 638l106 -106q7 -7 7 -17.5t-7 -17.5l-420 -421q-8 -7 -18 -7 t-18 7l-202 203q-8 7 -8 17.5t8 17.5l106 106q7 8 17.5 8t17.5 -8l79 -79l297 297q7 7 17.5 7t17.5 -7z" />
<glyph unicode="&#xe174;" d="M1100 1000v-269l-103 -103l-134 134q-15 15 -33.5 16.5t-34.5 -12.5l-266 -266h-329v-400h-150q-21 0 -35.5 14.5t-14.5 35.5v1000q0 20 14.5 35t35.5 15h250v-300h500v300h100zM700 1000h-100v200h100v-200zM1202 572l70 -70q15 -15 15 -35.5t-15 -35.5l-131 -131 l131 -131q15 -15 15 -35.5t-15 -35.5l-70 -70q-15 -15 -35.5 -15t-35.5 15l-131 131l-131 -131q-15 -15 -35.5 -15t-35.5 15l-70 70q-15 15 -15 35.5t15 35.5l131 131l-131 131q-15 15 -15 35.5t15 35.5l70 70q15 15 35.5 15t35.5 -15l131 -131l131 131q15 15 35.5 15 t35.5 -15z" />
<glyph unicode="&#xe175;" d="M1100 1000v-300h-350q-21 0 -35.5 -14.5t-14.5 -35.5v-150h-500v-400h-150q-21 0 -35.5 14.5t-14.5 35.5v1000q0 20 14.5 35t35.5 15h250v-300h500v300h100zM700 1000h-100v200h100v-200zM850 600h100q21 0 35.5 -14.5t14.5 -35.5v-250h150q21 0 25 -10.5t-10 -24.5 l-230 -230q-14 -14 -35 -14t-35 14l-230 230q-14 14 -10 24.5t25 10.5h150v250q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe176;" d="M1100 1000v-400l-165 165q-14 15 -35 15t-35 -15l-263 -265h-402v-400h-150q-21 0 -35.5 14.5t-14.5 35.5v1000q0 20 14.5 35t35.5 15h250v-300h500v300h100zM700 1000h-100v200h100v-200zM935 565l230 -229q14 -15 10 -25.5t-25 -10.5h-150v-250q0 -20 -14.5 -35 t-35.5 -15h-100q-21 0 -35.5 15t-14.5 35v250h-150q-21 0 -25 10.5t10 25.5l230 229q14 15 35 15t35 -15z" />
<glyph unicode="&#xe177;" d="M50 1100h1100q21 0 35.5 -14.5t14.5 -35.5v-150h-1200v150q0 21 14.5 35.5t35.5 14.5zM1200 800v-550q0 -21 -14.5 -35.5t-35.5 -14.5h-1100q-21 0 -35.5 14.5t-14.5 35.5v550h1200zM100 500v-200h400v200h-400z" />
<glyph unicode="&#xe178;" d="M935 1165l248 -230q14 -14 14 -35t-14 -35l-248 -230q-14 -14 -24.5 -10t-10.5 25v150h-400v200h400v150q0 21 10.5 25t24.5 -10zM200 800h-50q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5h50v-200zM400 800h-100v200h100v-200zM18 435l247 230 q14 14 24.5 10t10.5 -25v-150h400v-200h-400v-150q0 -21 -10.5 -25t-24.5 10l-247 230q-15 14 -15 35t15 35zM900 300h-100v200h100v-200zM1000 500h51q20 0 34.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-34.5 -14.5h-51v200z" />
<glyph unicode="&#xe179;" d="M862 1073l276 116q25 18 43.5 8t18.5 -41v-1106q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v397q-4 1 -11 5t-24 17.5t-30 29t-24 42t-11 56.5v359q0 31 18.5 65t43.5 52zM550 1200q22 0 34.5 -12.5t14.5 -24.5l1 -13v-450q0 -28 -10.5 -59.5 t-25 -56t-29 -45t-25.5 -31.5l-10 -11v-447q0 -21 -14.5 -35.5t-35.5 -14.5h-200q-21 0 -35.5 14.5t-14.5 35.5v447q-4 4 -11 11.5t-24 30.5t-30 46t-24 55t-11 60v450q0 2 0.5 5.5t4 12t8.5 15t14.5 12t22.5 5.5q20 0 32.5 -12.5t14.5 -24.5l3 -13v-350h100v350v5.5t2.5 12 t7 15t15 12t25.5 5.5q23 0 35.5 -12.5t13.5 -24.5l1 -13v-350h100v350q0 2 0.5 5.5t3 12t7 15t15 12t24.5 5.5z" />
<glyph unicode="&#xe180;" d="M1200 1100v-56q-4 0 -11 -0.5t-24 -3t-30 -7.5t-24 -15t-11 -24v-888q0 -22 25 -34.5t50 -13.5l25 -2v-56h-400v56q75 0 87.5 6.5t12.5 43.5v394h-500v-394q0 -37 12.5 -43.5t87.5 -6.5v-56h-400v56q4 0 11 0.5t24 3t30 7.5t24 15t11 24v888q0 22 -25 34.5t-50 13.5 l-25 2v56h400v-56q-75 0 -87.5 -6.5t-12.5 -43.5v-394h500v394q0 37 -12.5 43.5t-87.5 6.5v56h400z" />
<glyph unicode="&#xe181;" d="M675 1000h375q21 0 35.5 -14.5t14.5 -35.5v-150h-105l-295 -98v98l-200 200h-400l100 100h375zM100 900h300q41 0 70.5 -29.5t29.5 -70.5v-500q0 -41 -29.5 -70.5t-70.5 -29.5h-300q-41 0 -70.5 29.5t-29.5 70.5v500q0 41 29.5 70.5t70.5 29.5zM100 800v-200h300v200 h-300zM1100 535l-400 -133v163l400 133v-163zM100 500v-200h300v200h-300zM1100 398v-248q0 -21 -14.5 -35.5t-35.5 -14.5h-375l-100 -100h-375l-100 100h400l200 200h105z" />
<glyph unicode="&#xe182;" d="M17 1007l162 162q17 17 40 14t37 -22l139 -194q14 -20 11 -44.5t-20 -41.5l-119 -118q102 -142 228 -268t267 -227l119 118q17 17 42.5 19t44.5 -12l192 -136q19 -14 22.5 -37.5t-13.5 -40.5l-163 -162q-3 -1 -9.5 -1t-29.5 2t-47.5 6t-62.5 14.5t-77.5 26.5t-90 42.5 t-101.5 60t-111 83t-119 108.5q-74 74 -133.5 150.5t-94.5 138.5t-60 119.5t-34.5 100t-15 74.5t-4.5 48z" />
<glyph unicode="&#xe183;" d="M600 1100q92 0 175 -10.5t141.5 -27t108.5 -36.5t81.5 -40t53.5 -37t31 -27l9 -10v-200q0 -21 -14.5 -33t-34.5 -9l-202 34q-20 3 -34.5 20t-14.5 38v146q-141 24 -300 24t-300 -24v-146q0 -21 -14.5 -38t-34.5 -20l-202 -34q-20 -3 -34.5 9t-14.5 33v200q3 4 9.5 10.5 t31 26t54 37.5t80.5 39.5t109 37.5t141 26.5t175 10.5zM600 795q56 0 97 -9.5t60 -23.5t30 -28t12 -24l1 -10v-50l365 -303q14 -15 24.5 -40t10.5 -45v-212q0 -21 -14.5 -35.5t-35.5 -14.5h-1100q-21 0 -35.5 14.5t-14.5 35.5v212q0 20 10.5 45t24.5 40l365 303v50 q0 4 1 10.5t12 23t30 29t60 22.5t97 10z" />
<glyph unicode="&#xe184;" d="M1100 700l-200 -200h-600l-200 200v500h200v-200h200v200h200v-200h200v200h200v-500zM250 400h700q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-12l137 -100h-950l137 100h-12q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5zM50 100h1100q21 0 35.5 -14.5 t14.5 -35.5v-50h-1200v50q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe185;" d="M700 1100h-100q-41 0 -70.5 -29.5t-29.5 -70.5v-1000h300v1000q0 41 -29.5 70.5t-70.5 29.5zM1100 800h-100q-41 0 -70.5 -29.5t-29.5 -70.5v-700h300v700q0 41 -29.5 70.5t-70.5 29.5zM400 0h-300v400q0 41 29.5 70.5t70.5 29.5h100q41 0 70.5 -29.5t29.5 -70.5v-400z " />
<glyph unicode="&#xe186;" d="M200 1100h700q124 0 212 -88t88 -212v-500q0 -124 -88 -212t-212 -88h-700q-124 0 -212 88t-88 212v500q0 124 88 212t212 88zM100 900v-700h900v700h-900zM500 700h-200v-100h200v-300h-300v100h200v100h-200v300h300v-100zM900 700v-300l-100 -100h-200v500h200z M700 700v-300h100v300h-100z" />
<glyph unicode="&#xe187;" d="M200 1100h700q124 0 212 -88t88 -212v-500q0 -124 -88 -212t-212 -88h-700q-124 0 -212 88t-88 212v500q0 124 88 212t212 88zM100 900v-700h900v700h-900zM500 300h-100v200h-100v-200h-100v500h100v-200h100v200h100v-500zM900 700v-300l-100 -100h-200v500h200z M700 700v-300h100v300h-100z" />
<glyph unicode="&#xe188;" d="M200 1100h700q124 0 212 -88t88 -212v-500q0 -124 -88 -212t-212 -88h-700q-124 0 -212 88t-88 212v500q0 124 88 212t212 88zM100 900v-700h900v700h-900zM500 700h-200v-300h200v-100h-300v500h300v-100zM900 700h-200v-300h200v-100h-300v500h300v-100z" />
<glyph unicode="&#xe189;" d="M200 1100h700q124 0 212 -88t88 -212v-500q0 -124 -88 -212t-212 -88h-700q-124 0 -212 88t-88 212v500q0 124 88 212t212 88zM100 900v-700h900v700h-900zM500 400l-300 150l300 150v-300zM900 550l-300 -150v300z" />
<glyph unicode="&#xe190;" d="M200 1100h700q124 0 212 -88t88 -212v-500q0 -124 -88 -212t-212 -88h-700q-124 0 -212 88t-88 212v500q0 124 88 212t212 88zM100 900v-700h900v700h-900zM900 300h-700v500h700v-500zM800 700h-130q-38 0 -66.5 -43t-28.5 -108t27 -107t68 -42h130v300zM300 700v-300 h130q41 0 68 42t27 107t-28.5 108t-66.5 43h-130z" />
<glyph unicode="&#xe191;" d="M200 1100h700q124 0 212 -88t88 -212v-500q0 -124 -88 -212t-212 -88h-700q-124 0 -212 88t-88 212v500q0 124 88 212t212 88zM100 900v-700h900v700h-900zM500 700h-200v-100h200v-300h-300v100h200v100h-200v300h300v-100zM900 300h-100v400h-100v100h200v-500z M700 300h-100v100h100v-100z" />
<glyph unicode="&#xe192;" d="M200 1100h700q124 0 212 -88t88 -212v-500q0 -124 -88 -212t-212 -88h-700q-124 0 -212 88t-88 212v500q0 124 88 212t212 88zM100 900v-700h900v700h-900zM300 700h200v-400h-300v500h100v-100zM900 300h-100v400h-100v100h200v-500zM300 600v-200h100v200h-100z M700 300h-100v100h100v-100z" />
<glyph unicode="&#xe193;" d="M200 1100h700q124 0 212 -88t88 -212v-500q0 -124 -88 -212t-212 -88h-700q-124 0 -212 88t-88 212v500q0 124 88 212t212 88zM100 900v-700h900v700h-900zM500 500l-199 -200h-100v50l199 200v150h-200v100h300v-300zM900 300h-100v400h-100v100h200v-500zM701 300h-100 v100h100v-100z" />
<glyph unicode="&#xe194;" d="M600 1191q120 0 229.5 -47t188.5 -126t126 -188.5t47 -229.5t-47 -229.5t-126 -188.5t-188.5 -126t-229.5 -47t-229.5 47t-188.5 126t-126 188.5t-47 229.5t47 229.5t126 188.5t188.5 126t229.5 47zM600 1021q-114 0 -211 -56.5t-153.5 -153.5t-56.5 -211t56.5 -211 t153.5 -153.5t211 -56.5t211 56.5t153.5 153.5t56.5 211t-56.5 211t-153.5 153.5t-211 56.5zM800 700h-300v-200h300v-100h-300l-100 100v200l100 100h300v-100z" />
<glyph unicode="&#xe195;" d="M600 1191q120 0 229.5 -47t188.5 -126t126 -188.5t47 -229.5t-47 -229.5t-126 -188.5t-188.5 -126t-229.5 -47t-229.5 47t-188.5 126t-126 188.5t-47 229.5t47 229.5t126 188.5t188.5 126t229.5 47zM600 1021q-114 0 -211 -56.5t-153.5 -153.5t-56.5 -211t56.5 -211 t153.5 -153.5t211 -56.5t211 56.5t153.5 153.5t56.5 211t-56.5 211t-153.5 153.5t-211 56.5zM800 700v-100l-50 -50l100 -100v-50h-100l-100 100h-150v-100h-100v400h300zM500 700v-100h200v100h-200z" />
<glyph unicode="&#xe197;" d="M503 1089q110 0 200.5 -59.5t134.5 -156.5q44 14 90 14q120 0 205 -86.5t85 -207t-85 -207t-205 -86.5h-128v250q0 21 -14.5 35.5t-35.5 14.5h-300q-21 0 -35.5 -14.5t-14.5 -35.5v-250h-222q-80 0 -136 57.5t-56 136.5q0 69 43 122.5t108 67.5q-2 19 -2 37q0 100 49 185 t134 134t185 49zM525 500h150q10 0 17.5 -7.5t7.5 -17.5v-275h137q21 0 26 -11.5t-8 -27.5l-223 -244q-13 -16 -32 -16t-32 16l-223 244q-13 16 -8 27.5t26 11.5h137v275q0 10 7.5 17.5t17.5 7.5z" />
<glyph unicode="&#xe198;" d="M502 1089q110 0 201 -59.5t135 -156.5q43 15 89 15q121 0 206 -86.5t86 -206.5q0 -99 -60 -181t-150 -110l-378 360q-13 16 -31.5 16t-31.5 -16l-381 -365h-9q-79 0 -135.5 57.5t-56.5 136.5q0 69 43 122.5t108 67.5q-2 19 -2 38q0 100 49 184.5t133.5 134t184.5 49.5z M632 467l223 -228q13 -16 8 -27.5t-26 -11.5h-137v-275q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5v275h-137q-21 0 -26 11.5t8 27.5q199 204 223 228q19 19 31.5 19t32.5 -19z" />
<glyph unicode="&#xe199;" d="M700 100v100h400l-270 300h170l-270 300h170l-300 333l-300 -333h170l-270 -300h170l-270 -300h400v-100h-50q-21 0 -35.5 -14.5t-14.5 -35.5v-50h400v50q0 21 -14.5 35.5t-35.5 14.5h-50z" />
<glyph unicode="&#xe200;" d="M600 1179q94 0 167.5 -56.5t99.5 -145.5q89 -6 150.5 -71.5t61.5 -155.5q0 -61 -29.5 -112.5t-79.5 -82.5q9 -29 9 -55q0 -74 -52.5 -126.5t-126.5 -52.5q-55 0 -100 30v-251q21 0 35.5 -14.5t14.5 -35.5v-50h-300v50q0 21 14.5 35.5t35.5 14.5v251q-45 -30 -100 -30 q-74 0 -126.5 52.5t-52.5 126.5q0 18 4 38q-47 21 -75.5 65t-28.5 97q0 74 52.5 126.5t126.5 52.5q5 0 23 -2q0 2 -1 10t-1 13q0 116 81.5 197.5t197.5 81.5z" />
<glyph unicode="&#xe201;" d="M1010 1010q111 -111 150.5 -260.5t0 -299t-150.5 -260.5q-83 -83 -191.5 -126.5t-218.5 -43.5t-218.5 43.5t-191.5 126.5q-111 111 -150.5 260.5t0 299t150.5 260.5q83 83 191.5 126.5t218.5 43.5t218.5 -43.5t191.5 -126.5zM476 1065q-4 0 -8 -1q-121 -34 -209.5 -122.5 t-122.5 -209.5q-4 -12 2.5 -23t18.5 -14l36 -9q3 -1 7 -1q23 0 29 22q27 96 98 166q70 71 166 98q11 3 17.5 13.5t3.5 22.5l-9 35q-3 13 -14 19q-7 4 -15 4zM512 920q-4 0 -9 -2q-80 -24 -138.5 -82.5t-82.5 -138.5q-4 -13 2 -24t19 -14l34 -9q4 -1 8 -1q22 0 28 21 q18 58 58.5 98.5t97.5 58.5q12 3 18 13.5t3 21.5l-9 35q-3 12 -14 19q-7 4 -15 4zM719.5 719.5q-49.5 49.5 -119.5 49.5t-119.5 -49.5t-49.5 -119.5t49.5 -119.5t119.5 -49.5t119.5 49.5t49.5 119.5t-49.5 119.5zM855 551q-22 0 -28 -21q-18 -58 -58.5 -98.5t-98.5 -57.5 q-11 -4 -17 -14.5t-3 -21.5l9 -35q3 -12 14 -19q7 -4 15 -4q4 0 9 2q80 24 138.5 82.5t82.5 138.5q4 13 -2.5 24t-18.5 14l-34 9q-4 1 -8 1zM1000 515q-23 0 -29 -22q-27 -96 -98 -166q-70 -71 -166 -98q-11 -3 -17.5 -13.5t-3.5 -22.5l9 -35q3 -13 14 -19q7 -4 15 -4 q4 0 8 1q121 34 209.5 122.5t122.5 209.5q4 12 -2.5 23t-18.5 14l-36 9q-3 1 -7 1z" />
<glyph unicode="&#xe202;" d="M700 800h300v-380h-180v200h-340v-200h-380v755q0 10 7.5 17.5t17.5 7.5h575v-400zM1000 900h-200v200zM700 300h162l-212 -212l-212 212h162v200h100v-200zM520 0h-395q-10 0 -17.5 7.5t-7.5 17.5v395zM1000 220v-195q0 -10 -7.5 -17.5t-17.5 -7.5h-195z" />
<glyph unicode="&#xe203;" d="M700 800h300v-520l-350 350l-550 -550v1095q0 10 7.5 17.5t17.5 7.5h575v-400zM1000 900h-200v200zM862 200h-162v-200h-100v200h-162l212 212zM480 0h-355q-10 0 -17.5 7.5t-7.5 17.5v55h380v-80zM1000 80v-55q0 -10 -7.5 -17.5t-17.5 -7.5h-155v80h180z" />
<glyph unicode="&#xe204;" d="M1162 800h-162v-200h100l100 -100h-300v300h-162l212 212zM200 800h200q27 0 40 -2t29.5 -10.5t23.5 -30t7 -57.5h300v-100h-600l-200 -350v450h100q0 36 7 57.5t23.5 30t29.5 10.5t40 2zM800 400h240l-240 -400h-800l300 500h500v-100z" />
<glyph unicode="&#xe205;" d="M650 1100h100q21 0 35.5 -14.5t14.5 -35.5v-50h50q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-300q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5h50v50q0 21 14.5 35.5t35.5 14.5zM1000 850v150q41 0 70.5 -29.5t29.5 -70.5v-800 q0 -41 -29.5 -70.5t-70.5 -29.5h-600q-1 0 -20 4l246 246l-326 326v324q0 41 29.5 70.5t70.5 29.5v-150q0 -62 44 -106t106 -44h300q62 0 106 44t44 106zM412 250l-212 -212v162h-200v100h200v162z" />
<glyph unicode="&#xe206;" d="M450 1100h100q21 0 35.5 -14.5t14.5 -35.5v-50h50q21 0 35.5 -14.5t14.5 -35.5v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-300q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5h50v50q0 21 14.5 35.5t35.5 14.5zM800 850v150q41 0 70.5 -29.5t29.5 -70.5v-500 h-200v-300h200q0 -36 -7 -57.5t-23.5 -30t-29.5 -10.5t-40 -2h-600q-41 0 -70.5 29.5t-29.5 70.5v800q0 41 29.5 70.5t70.5 29.5v-150q0 -62 44 -106t106 -44h300q62 0 106 44t44 106zM1212 250l-212 -212v162h-200v100h200v162z" />
<glyph unicode="&#xe209;" d="M658 1197l637 -1104q23 -38 7 -65.5t-60 -27.5h-1276q-44 0 -60 27.5t7 65.5l637 1104q22 39 54 39t54 -39zM704 800h-208q-20 0 -32 -14.5t-8 -34.5l58 -302q4 -20 21.5 -34.5t37.5 -14.5h54q20 0 37.5 14.5t21.5 34.5l58 302q4 20 -8 34.5t-32 14.5zM500 300v-100h200 v100h-200z" />
<glyph unicode="&#xe210;" d="M425 1100h250q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5zM425 800h250q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5 t17.5 7.5zM825 800h250q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5zM25 500h250q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5v150 q0 10 7.5 17.5t17.5 7.5zM425 500h250q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5zM825 500h250q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5 v150q0 10 7.5 17.5t17.5 7.5zM25 200h250q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5zM425 200h250q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5 t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5zM825 200h250q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-250q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5z" />
<glyph unicode="&#xe211;" d="M700 1200h100v-200h-100v-100h350q62 0 86.5 -39.5t-3.5 -94.5l-66 -132q-41 -83 -81 -134h-772q-40 51 -81 134l-66 132q-28 55 -3.5 94.5t86.5 39.5h350v100h-100v200h100v100h200v-100zM250 400h700q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-12l137 -100 h-950l138 100h-13q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5zM50 100h1100q21 0 35.5 -14.5t14.5 -35.5v-50h-1200v50q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe212;" d="M600 1300q40 0 68.5 -29.5t28.5 -70.5h-194q0 41 28.5 70.5t68.5 29.5zM443 1100h314q18 -37 18 -75q0 -8 -3 -25h328q41 0 44.5 -16.5t-30.5 -38.5l-175 -145h-678l-178 145q-34 22 -29 38.5t46 16.5h328q-3 17 -3 25q0 38 18 75zM250 700h700q21 0 35.5 -14.5 t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-150v-200l275 -200h-950l275 200v200h-150q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5zM50 100h1100q21 0 35.5 -14.5t14.5 -35.5v-50h-1200v50q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe213;" d="M600 1181q75 0 128 -53t53 -128t-53 -128t-128 -53t-128 53t-53 128t53 128t128 53zM602 798h46q34 0 55.5 -28.5t21.5 -86.5q0 -76 39 -183h-324q39 107 39 183q0 58 21.5 86.5t56.5 28.5h45zM250 400h700q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-13 l138 -100h-950l137 100h-12q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5zM50 100h1100q21 0 35.5 -14.5t14.5 -35.5v-50h-1200v50q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe214;" d="M600 1300q47 0 92.5 -53.5t71 -123t25.5 -123.5q0 -78 -55.5 -133.5t-133.5 -55.5t-133.5 55.5t-55.5 133.5q0 62 34 143l144 -143l111 111l-163 163q34 26 63 26zM602 798h46q34 0 55.5 -28.5t21.5 -86.5q0 -76 39 -183h-324q39 107 39 183q0 58 21.5 86.5t56.5 28.5h45 zM250 400h700q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-13l138 -100h-950l137 100h-12q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5zM50 100h1100q21 0 35.5 -14.5t14.5 -35.5v-50h-1200v50q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe215;" d="M600 1200l300 -161v-139h-300q0 -57 18.5 -108t50 -91.5t63 -72t70 -67.5t57.5 -61h-530q-60 83 -90.5 177.5t-30.5 178.5t33 164.5t87.5 139.5t126 96.5t145.5 41.5v-98zM250 400h700q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-13l138 -100h-950l137 100 h-12q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5zM50 100h1100q21 0 35.5 -14.5t14.5 -35.5v-50h-1200v50q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe216;" d="M600 1300q41 0 70.5 -29.5t29.5 -70.5v-78q46 -26 73 -72t27 -100v-50h-400v50q0 54 27 100t73 72v78q0 41 29.5 70.5t70.5 29.5zM400 800h400q54 0 100 -27t72 -73h-172v-100h200v-100h-200v-100h200v-100h-200v-100h200q0 -83 -58.5 -141.5t-141.5 -58.5h-400 q-83 0 -141.5 58.5t-58.5 141.5v400q0 83 58.5 141.5t141.5 58.5z" />
<glyph unicode="&#xe218;" d="M150 1100h900q21 0 35.5 -14.5t14.5 -35.5v-500q0 -21 -14.5 -35.5t-35.5 -14.5h-900q-21 0 -35.5 14.5t-14.5 35.5v500q0 21 14.5 35.5t35.5 14.5zM125 400h950q10 0 17.5 -7.5t7.5 -17.5v-50q0 -10 -7.5 -17.5t-17.5 -7.5h-283l224 -224q13 -13 13 -31.5t-13 -32 t-31.5 -13.5t-31.5 13l-88 88h-524l-87 -88q-13 -13 -32 -13t-32 13.5t-13 32t13 31.5l224 224h-289q-10 0 -17.5 7.5t-7.5 17.5v50q0 10 7.5 17.5t17.5 7.5zM541 300l-100 -100h324l-100 100h-124z" />
<glyph unicode="&#xe219;" d="M200 1100h800q83 0 141.5 -58.5t58.5 -141.5v-200h-100q0 41 -29.5 70.5t-70.5 29.5h-250q-41 0 -70.5 -29.5t-29.5 -70.5h-100q0 41 -29.5 70.5t-70.5 29.5h-250q-41 0 -70.5 -29.5t-29.5 -70.5h-100v200q0 83 58.5 141.5t141.5 58.5zM100 600h1000q41 0 70.5 -29.5 t29.5 -70.5v-300h-1200v300q0 41 29.5 70.5t70.5 29.5zM300 100v-50q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v50h200zM1100 100v-50q0 -21 -14.5 -35.5t-35.5 -14.5h-100q-21 0 -35.5 14.5t-14.5 35.5v50h200z" />
<glyph unicode="&#xe221;" d="M480 1165l682 -683q31 -31 31 -75.5t-31 -75.5l-131 -131h-481l-517 518q-32 31 -32 75.5t32 75.5l295 296q31 31 75.5 31t76.5 -31zM108 794l342 -342l303 304l-341 341zM250 100h800q21 0 35.5 -14.5t14.5 -35.5v-50h-900v50q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe223;" d="M1057 647l-189 506q-8 19 -27.5 33t-40.5 14h-400q-21 0 -40.5 -14t-27.5 -33l-189 -506q-8 -19 1.5 -33t30.5 -14h625v-150q0 -21 14.5 -35.5t35.5 -14.5t35.5 14.5t14.5 35.5v150h125q21 0 30.5 14t1.5 33zM897 0h-595v50q0 21 14.5 35.5t35.5 14.5h50v50 q0 21 14.5 35.5t35.5 14.5h48v300h200v-300h47q21 0 35.5 -14.5t14.5 -35.5v-50h50q21 0 35.5 -14.5t14.5 -35.5v-50z" />
<glyph unicode="&#xe224;" d="M900 800h300v-575q0 -10 -7.5 -17.5t-17.5 -7.5h-375v591l-300 300v84q0 10 7.5 17.5t17.5 7.5h375v-400zM1200 900h-200v200zM400 600h300v-575q0 -10 -7.5 -17.5t-17.5 -7.5h-650q-10 0 -17.5 7.5t-7.5 17.5v950q0 10 7.5 17.5t17.5 7.5h375v-400zM700 700h-200v200z " />
<glyph unicode="&#xe225;" d="M484 1095h195q75 0 146 -32.5t124 -86t89.5 -122.5t48.5 -142q18 -14 35 -20q31 -10 64.5 6.5t43.5 48.5q10 34 -15 71q-19 27 -9 43q5 8 12.5 11t19 -1t23.5 -16q41 -44 39 -105q-3 -63 -46 -106.5t-104 -43.5h-62q-7 -55 -35 -117t-56 -100l-39 -234q-3 -20 -20 -34.5 t-38 -14.5h-100q-21 0 -33 14.5t-9 34.5l12 70q-49 -14 -91 -14h-195q-24 0 -65 8l-11 -64q-3 -20 -20 -34.5t-38 -14.5h-100q-21 0 -33 14.5t-9 34.5l26 157q-84 74 -128 175l-159 53q-19 7 -33 26t-14 40v50q0 21 14.5 35.5t35.5 14.5h124q11 87 56 166l-111 95 q-16 14 -12.5 23.5t24.5 9.5h203q116 101 250 101zM675 1000h-250q-10 0 -17.5 -7.5t-7.5 -17.5v-50q0 -10 7.5 -17.5t17.5 -7.5h250q10 0 17.5 7.5t7.5 17.5v50q0 10 -7.5 17.5t-17.5 7.5z" />
<glyph unicode="&#xe226;" d="M641 900l423 247q19 8 42 2.5t37 -21.5l32 -38q14 -15 12.5 -36t-17.5 -34l-139 -120h-390zM50 1100h106q67 0 103 -17t66 -71l102 -212h823q21 0 35.5 -14.5t14.5 -35.5v-50q0 -21 -14 -40t-33 -26l-737 -132q-23 -4 -40 6t-26 25q-42 67 -100 67h-300q-62 0 -106 44 t-44 106v200q0 62 44 106t106 44zM173 928h-80q-19 0 -28 -14t-9 -35v-56q0 -51 42 -51h134q16 0 21.5 8t5.5 24q0 11 -16 45t-27 51q-18 28 -43 28zM550 727q-32 0 -54.5 -22.5t-22.5 -54.5t22.5 -54.5t54.5 -22.5t54.5 22.5t22.5 54.5t-22.5 54.5t-54.5 22.5zM130 389 l152 130q18 19 34 24t31 -3.5t24.5 -17.5t25.5 -28q28 -35 50.5 -51t48.5 -13l63 5l48 -179q13 -61 -3.5 -97.5t-67.5 -79.5l-80 -69q-47 -40 -109 -35.5t-103 51.5l-130 151q-40 47 -35.5 109.5t51.5 102.5zM380 377l-102 -88q-31 -27 2 -65l37 -43q13 -15 27.5 -19.5 t31.5 6.5l61 53q19 16 14 49q-2 20 -12 56t-17 45q-11 12 -19 14t-23 -8z" />
<glyph unicode="&#xe227;" d="M625 1200h150q10 0 17.5 -7.5t7.5 -17.5v-109q79 -33 131 -87.5t53 -128.5q1 -46 -15 -84.5t-39 -61t-46 -38t-39 -21.5l-17 -6q6 0 15 -1.5t35 -9t50 -17.5t53 -30t50 -45t35.5 -64t14.5 -84q0 -59 -11.5 -105.5t-28.5 -76.5t-44 -51t-49.5 -31.5t-54.5 -16t-49.5 -6.5 t-43.5 -1v-75q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5v75h-100v-75q0 -10 -7.5 -17.5t-17.5 -7.5h-150q-10 0 -17.5 7.5t-7.5 17.5v75h-175q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5h75v600h-75q-10 0 -17.5 7.5t-7.5 17.5v150 q0 10 7.5 17.5t17.5 7.5h175v75q0 10 7.5 17.5t17.5 7.5h150q10 0 17.5 -7.5t7.5 -17.5v-75h100v75q0 10 7.5 17.5t17.5 7.5zM400 900v-200h263q28 0 48.5 10.5t30 25t15 29t5.5 25.5l1 10q0 4 -0.5 11t-6 24t-15 30t-30 24t-48.5 11h-263zM400 500v-200h363q28 0 48.5 10.5 t30 25t15 29t5.5 25.5l1 10q0 4 -0.5 11t-6 24t-15 30t-30 24t-48.5 11h-363z" />
<glyph unicode="&#xe230;" d="M212 1198h780q86 0 147 -61t61 -147v-416q0 -51 -18 -142.5t-36 -157.5l-18 -66q-29 -87 -93.5 -146.5t-146.5 -59.5h-572q-82 0 -147 59t-93 147q-8 28 -20 73t-32 143.5t-20 149.5v416q0 86 61 147t147 61zM600 1045q-70 0 -132.5 -11.5t-105.5 -30.5t-78.5 -41.5 t-57 -45t-36 -41t-20.5 -30.5l-6 -12l156 -243h560l156 243q-2 5 -6 12.5t-20 29.5t-36.5 42t-57 44.5t-79 42t-105 29.5t-132.5 12zM762 703h-157l195 261z" />
<glyph unicode="&#xe231;" d="M475 1300h150q103 0 189 -86t86 -189v-500q0 -41 -42 -83t-83 -42h-450q-41 0 -83 42t-42 83v500q0 103 86 189t189 86zM700 300v-225q0 -21 -27 -48t-48 -27h-150q-21 0 -48 27t-27 48v225h300z" />
<glyph unicode="&#xe232;" d="M475 1300h96q0 -150 89.5 -239.5t239.5 -89.5v-446q0 -41 -42 -83t-83 -42h-450q-41 0 -83 42t-42 83v500q0 103 86 189t189 86zM700 300v-225q0 -21 -27 -48t-48 -27h-150q-21 0 -48 27t-27 48v225h300z" />
<glyph unicode="&#xe233;" d="M1294 767l-638 -283l-378 170l-78 -60v-224l100 -150v-199l-150 148l-150 -149v200l100 150v250q0 4 -0.5 10.5t0 9.5t1 8t3 8t6.5 6l47 40l-147 65l642 283zM1000 380l-350 -166l-350 166v147l350 -165l350 165v-147z" />
<glyph unicode="&#xe234;" d="M250 800q62 0 106 -44t44 -106t-44 -106t-106 -44t-106 44t-44 106t44 106t106 44zM650 800q62 0 106 -44t44 -106t-44 -106t-106 -44t-106 44t-44 106t44 106t106 44zM1050 800q62 0 106 -44t44 -106t-44 -106t-106 -44t-106 44t-44 106t44 106t106 44z" />
<glyph unicode="&#xe235;" d="M550 1100q62 0 106 -44t44 -106t-44 -106t-106 -44t-106 44t-44 106t44 106t106 44zM550 700q62 0 106 -44t44 -106t-44 -106t-106 -44t-106 44t-44 106t44 106t106 44zM550 300q62 0 106 -44t44 -106t-44 -106t-106 -44t-106 44t-44 106t44 106t106 44z" />
<glyph unicode="&#xe236;" d="M125 1100h950q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-950q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5zM125 700h950q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-950q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5 t17.5 7.5zM125 300h950q10 0 17.5 -7.5t7.5 -17.5v-150q0 -10 -7.5 -17.5t-17.5 -7.5h-950q-10 0 -17.5 7.5t-7.5 17.5v150q0 10 7.5 17.5t17.5 7.5z" />
<glyph unicode="&#xe237;" d="M350 1200h500q162 0 256 -93.5t94 -256.5v-500q0 -165 -93.5 -257.5t-256.5 -92.5h-500q-165 0 -257.5 92.5t-92.5 257.5v500q0 165 92.5 257.5t257.5 92.5zM900 1000h-600q-41 0 -70.5 -29.5t-29.5 -70.5v-600q0 -41 29.5 -70.5t70.5 -29.5h600q41 0 70.5 29.5 t29.5 70.5v600q0 41 -29.5 70.5t-70.5 29.5zM350 900h500q21 0 35.5 -14.5t14.5 -35.5v-300q0 -21 -14.5 -35.5t-35.5 -14.5h-500q-21 0 -35.5 14.5t-14.5 35.5v300q0 21 14.5 35.5t35.5 14.5zM400 800v-200h400v200h-400z" />
<glyph unicode="&#xe238;" d="M150 1100h1000q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-50v-200h50q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-50v-200h50q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5t-35.5 -14.5h-50v-200h50q21 0 35.5 -14.5t14.5 -35.5t-14.5 -35.5 t-35.5 -14.5h-1000q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5h50v200h-50q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5h50v200h-50q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5h50v200h-50q-21 0 -35.5 14.5t-14.5 35.5t14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe239;" d="M650 1187q87 -67 118.5 -156t0 -178t-118.5 -155q-87 66 -118.5 155t0 178t118.5 156zM300 800q124 0 212 -88t88 -212q-124 0 -212 88t-88 212zM1000 800q0 -124 -88 -212t-212 -88q0 124 88 212t212 88zM300 500q124 0 212 -88t88 -212q-124 0 -212 88t-88 212z M1000 500q0 -124 -88 -212t-212 -88q0 124 88 212t212 88zM700 199v-144q0 -21 -14.5 -35.5t-35.5 -14.5t-35.5 14.5t-14.5 35.5v142q40 -4 43 -4q17 0 57 6z" />
<glyph unicode="&#xe240;" d="M745 878l69 19q25 6 45 -12l298 -295q11 -11 15 -26.5t-2 -30.5q-5 -14 -18 -23.5t-28 -9.5h-8q1 0 1 -13q0 -29 -2 -56t-8.5 -62t-20 -63t-33 -53t-51 -39t-72.5 -14h-146q-184 0 -184 288q0 24 10 47q-20 4 -62 4t-63 -4q11 -24 11 -47q0 -288 -184 -288h-142 q-48 0 -84.5 21t-56 51t-32 71.5t-16 75t-3.5 68.5q0 13 2 13h-7q-15 0 -27.5 9.5t-18.5 23.5q-6 15 -2 30.5t15 25.5l298 296q20 18 46 11l76 -19q20 -5 30.5 -22.5t5.5 -37.5t-22.5 -31t-37.5 -5l-51 12l-182 -193h891l-182 193l-44 -12q-20 -5 -37.5 6t-22.5 31t6 37.5 t31 22.5z" />
<glyph unicode="&#xe241;" d="M1200 900h-50q0 21 -4 37t-9.5 26.5t-18 17.5t-22 11t-28.5 5.5t-31 2t-37 0.5h-200v-850q0 -22 25 -34.5t50 -13.5l25 -2v-100h-400v100q4 0 11 0.5t24 3t30 7t24 15t11 24.5v850h-200q-25 0 -37 -0.5t-31 -2t-28.5 -5.5t-22 -11t-18 -17.5t-9.5 -26.5t-4 -37h-50v300 h1000v-300zM500 450h-25q0 15 -4 24.5t-9 14.5t-17 7.5t-20 3t-25 0.5h-100v-425q0 -11 12.5 -17.5t25.5 -7.5h12v-50h-200v50q50 0 50 25v425h-100q-17 0 -25 -0.5t-20 -3t-17 -7.5t-9 -14.5t-4 -24.5h-25v150h500v-150z" />
<glyph unicode="&#xe242;" d="M1000 300v50q-25 0 -55 32q-14 14 -25 31t-16 27l-4 11l-289 747h-69l-300 -754q-18 -35 -39 -56q-9 -9 -24.5 -18.5t-26.5 -14.5l-11 -5v-50h273v50q-49 0 -78.5 21.5t-11.5 67.5l69 176h293l61 -166q13 -34 -3.5 -66.5t-55.5 -32.5v-50h312zM412 691l134 342l121 -342 h-255zM1100 150v-100q0 -21 -14.5 -35.5t-35.5 -14.5h-1000q-21 0 -35.5 14.5t-14.5 35.5v100q0 21 14.5 35.5t35.5 14.5h1000q21 0 35.5 -14.5t14.5 -35.5z" />
<glyph unicode="&#xe243;" d="M50 1200h1100q21 0 35.5 -14.5t14.5 -35.5v-1100q0 -21 -14.5 -35.5t-35.5 -14.5h-1100q-21 0 -35.5 14.5t-14.5 35.5v1100q0 21 14.5 35.5t35.5 14.5zM611 1118h-70q-13 0 -18 -12l-299 -753q-17 -32 -35 -51q-18 -18 -56 -34q-12 -5 -12 -18v-50q0 -8 5.5 -14t14.5 -6 h273q8 0 14 6t6 14v50q0 8 -6 14t-14 6q-55 0 -71 23q-10 14 0 39l63 163h266l57 -153q11 -31 -6 -55q-12 -17 -36 -17q-8 0 -14 -6t-6 -14v-50q0 -8 6 -14t14 -6h313q8 0 14 6t6 14v50q0 7 -5.5 13t-13.5 7q-17 0 -42 25q-25 27 -40 63h-1l-288 748q-5 12 -19 12zM639 611 h-197l103 264z" />
<glyph unicode="&#xe244;" d="M1200 1100h-1200v100h1200v-100zM50 1000h400q21 0 35.5 -14.5t14.5 -35.5v-900q0 -21 -14.5 -35.5t-35.5 -14.5h-400q-21 0 -35.5 14.5t-14.5 35.5v900q0 21 14.5 35.5t35.5 14.5zM650 1000h400q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-400 q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5zM700 900v-300h300v300h-300z" />
<glyph unicode="&#xe245;" d="M50 1200h400q21 0 35.5 -14.5t14.5 -35.5v-900q0 -21 -14.5 -35.5t-35.5 -14.5h-400q-21 0 -35.5 14.5t-14.5 35.5v900q0 21 14.5 35.5t35.5 14.5zM650 700h400q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-400q-21 0 -35.5 14.5t-14.5 35.5v400 q0 21 14.5 35.5t35.5 14.5zM700 600v-300h300v300h-300zM1200 0h-1200v100h1200v-100z" />
<glyph unicode="&#xe246;" d="M50 1000h400q21 0 35.5 -14.5t14.5 -35.5v-350h100v150q0 21 14.5 35.5t35.5 14.5h400q21 0 35.5 -14.5t14.5 -35.5v-150h100v-100h-100v-150q0 -21 -14.5 -35.5t-35.5 -14.5h-400q-21 0 -35.5 14.5t-14.5 35.5v150h-100v-350q0 -21 -14.5 -35.5t-35.5 -14.5h-400 q-21 0 -35.5 14.5t-14.5 35.5v800q0 21 14.5 35.5t35.5 14.5zM700 700v-300h300v300h-300z" />
<glyph unicode="&#xe247;" d="M100 0h-100v1200h100v-1200zM250 1100h400q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-400q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5zM300 1000v-300h300v300h-300zM250 500h900q21 0 35.5 -14.5t14.5 -35.5v-400 q0 -21 -14.5 -35.5t-35.5 -14.5h-900q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe248;" d="M600 1100h150q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-150v-100h450q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-900q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5h350v100h-150q-21 0 -35.5 14.5 t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5h150v100h100v-100zM400 1000v-300h300v300h-300z" />
<glyph unicode="&#xe249;" d="M1200 0h-100v1200h100v-1200zM550 1100h400q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-400q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5zM600 1000v-300h300v300h-300zM50 500h900q21 0 35.5 -14.5t14.5 -35.5v-400 q0 -21 -14.5 -35.5t-35.5 -14.5h-900q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5z" />
<glyph unicode="&#xe250;" d="M865 565l-494 -494q-23 -23 -41 -23q-14 0 -22 13.5t-8 38.5v1000q0 25 8 38.5t22 13.5q18 0 41 -23l494 -494q14 -14 14 -35t-14 -35z" />
<glyph unicode="&#xe251;" d="M335 635l494 494q29 29 50 20.5t21 -49.5v-1000q0 -41 -21 -49.5t-50 20.5l-494 494q-14 14 -14 35t14 35z" />
<glyph unicode="&#xe252;" d="M100 900h1000q41 0 49.5 -21t-20.5 -50l-494 -494q-14 -14 -35 -14t-35 14l-494 494q-29 29 -20.5 50t49.5 21z" />
<glyph unicode="&#xe253;" d="M635 865l494 -494q29 -29 20.5 -50t-49.5 -21h-1000q-41 0 -49.5 21t20.5 50l494 494q14 14 35 14t35 -14z" />
<glyph unicode="&#xe254;" d="M700 741v-182l-692 -323v221l413 193l-413 193v221zM1200 0h-800v200h800v-200z" />
<glyph unicode="&#xe255;" d="M1200 900h-200v-100h200v-100h-300v300h200v100h-200v100h300v-300zM0 700h50q0 21 4 37t9.5 26.5t18 17.5t22 11t28.5 5.5t31 2t37 0.5h100v-550q0 -22 -25 -34.5t-50 -13.5l-25 -2v-100h400v100q-4 0 -11 0.5t-24 3t-30 7t-24 15t-11 24.5v550h100q25 0 37 -0.5t31 -2 t28.5 -5.5t22 -11t18 -17.5t9.5 -26.5t4 -37h50v300h-800v-300z" />
<glyph unicode="&#xe256;" d="M800 700h-50q0 21 -4 37t-9.5 26.5t-18 17.5t-22 11t-28.5 5.5t-31 2t-37 0.5h-100v-550q0 -22 25 -34.5t50 -14.5l25 -1v-100h-400v100q4 0 11 0.5t24 3t30 7t24 15t11 24.5v550h-100q-25 0 -37 -0.5t-31 -2t-28.5 -5.5t-22 -11t-18 -17.5t-9.5 -26.5t-4 -37h-50v300 h800v-300zM1100 200h-200v-100h200v-100h-300v300h200v100h-200v100h300v-300z" />
<glyph unicode="&#xe257;" d="M701 1098h160q16 0 21 -11t-7 -23l-464 -464l464 -464q12 -12 7 -23t-21 -11h-160q-13 0 -23 9l-471 471q-7 8 -7 18t7 18l471 471q10 9 23 9z" />
<glyph unicode="&#xe258;" d="M339 1098h160q13 0 23 -9l471 -471q7 -8 7 -18t-7 -18l-471 -471q-10 -9 -23 -9h-160q-16 0 -21 11t7 23l464 464l-464 464q-12 12 -7 23t21 11z" />
<glyph unicode="&#xe259;" d="M1087 882q11 -5 11 -21v-160q0 -13 -9 -23l-471 -471q-8 -7 -18 -7t-18 7l-471 471q-9 10 -9 23v160q0 16 11 21t23 -7l464 -464l464 464q12 12 23 7z" />
<glyph unicode="&#xe260;" d="M618 993l471 -471q9 -10 9 -23v-160q0 -16 -11 -21t-23 7l-464 464l-464 -464q-12 -12 -23 -7t-11 21v160q0 13 9 23l471 471q8 7 18 7t18 -7z" />
<glyph unicode="&#xf8ff;" d="M1000 1200q0 -124 -88 -212t-212 -88q0 124 88 212t212 88zM450 1000h100q21 0 40 -14t26 -33l79 -194q5 1 16 3q34 6 54 9.5t60 7t65.5 1t61 -10t56.5 -23t42.5 -42t29 -64t5 -92t-19.5 -121.5q-1 -7 -3 -19.5t-11 -50t-20.5 -73t-32.5 -81.5t-46.5 -83t-64 -70 t-82.5 -50q-13 -5 -42 -5t-65.5 2.5t-47.5 2.5q-14 0 -49.5 -3.5t-63 -3.5t-43.5 7q-57 25 -104.5 78.5t-75 111.5t-46.5 112t-26 90l-7 35q-15 63 -18 115t4.5 88.5t26 64t39.5 43.5t52 25.5t58.5 13t62.5 2t59.5 -4.5t55.5 -8l-147 192q-12 18 -5.5 30t27.5 12z" />
<glyph unicode="&#x1f511;" d="M250 1200h600q21 0 35.5 -14.5t14.5 -35.5v-400q0 -21 -14.5 -35.5t-35.5 -14.5h-150v-500l-255 -178q-19 -9 -32 -1t-13 29v650h-150q-21 0 -35.5 14.5t-14.5 35.5v400q0 21 14.5 35.5t35.5 14.5zM400 1100v-100h300v100h-300z" />
<glyph unicode="&#x1f6aa;" d="M250 1200h750q39 0 69.5 -40.5t30.5 -84.5v-933l-700 -117v950l600 125h-700v-1000h-100v1025q0 23 15.5 49t34.5 26zM500 525v-100l100 20v100z" />
</font>
</defs></svg> ) format('svg')}.glyphicon{position:relative;top:1px;display:inline-block;font-family:'Glyphicons Halflings';font-style:normal;font-weight:400;line-height:1;-webkit-font-smoothing:antialiased;-moz-osx-font-smoothing:grayscale}.glyphicon-asterisk:before{content:"\2a"}.glyphicon-plus:before{content:"\2b"}.glyphicon-eur:before,.glyphicon-euro:before{content:"\20ac"}.glyphicon-minus:before{content:"\2212"}.glyphicon-cloud:before{content:"\2601"}.glyphicon-envelope:before{content:"\2709"}.glyphicon-pencil:before{content:"\270f"}.glyphicon-glass:before{content:"\e001"}.glyphicon-music:before{content:"\e002"}.glyphicon-search:before{content:"\e003"}.glyphicon-heart:before{content:"\e005"}.glyphicon-star:before{content:"\e006"}.glyphicon-star-empty:before{content:"\e007"}.glyphicon-user:before{content:"\e008"}.glyphicon-film:before{content:"\e009"}.glyphicon-th-large:before{content:"\e010"}.glyphicon-th:before{content:"\e011"}.glyphicon-th-list:before{content:"\e012"}.glyphicon-ok:before{content:"\e013"}.glyphicon-remove:before{content:"\e014"}.glyphicon-zoom-in:before{content:"\e015"}.glyphicon-zoom-out:before{content:"\e016"}.glyphicon-off:before{content:"\e017"}.glyphicon-signal:before{content:"\e018"}.glyphicon-cog:before{content:"\e019"}.glyphicon-trash:before{content:"\e020"}.glyphicon-home:before{content:"\e021"}.glyphicon-file:before{content:"\e022"}.glyphicon-time:before{content:"\e023"}.glyphicon-road:before{content:"\e024"}.glyphicon-download-alt:before{content:"\e025"}.glyphicon-download:before{content:"\e026"}.glyphicon-upload:before{content:"\e027"}.glyphicon-inbox:before{content:"\e028"}.glyphicon-play-circle:before{content:"\e029"}.glyphicon-repeat:before{content:"\e030"}.glyphicon-refresh:before{content:"\e031"}.glyphicon-list-alt:before{content:"\e032"}.glyphicon-lock:before{content:"\e033"}.glyphicon-flag:before{content:"\e034"}.glyphicon-headphones:before{content:"\e035"}.glyphicon-volume-off:before{content:"\e036"}.glyphicon-volume-down:before{content:"\e037"}.glyphicon-volume-up:before{content:"\e038"}.glyphicon-qrcode:before{content:"\e039"}.glyphicon-barcode:before{content:"\e040"}.glyphicon-tag:before{content:"\e041"}.glyphicon-tags:before{content:"\e042"}.glyphicon-book:before{content:"\e043"}.glyphicon-bookmark:before{content:"\e044"}.glyphicon-print:before{content:"\e045"}.glyphicon-camera:before{content:"\e046"}.glyphicon-font:before{content:"\e047"}.glyphicon-bold:before{content:"\e048"}.glyphicon-italic:before{content:"\e049"}.glyphicon-text-height:before{content:"\e050"}.glyphicon-text-width:before{content:"\e051"}.glyphicon-align-left:before{content:"\e052"}.glyphicon-align-center:before{content:"\e053"}.glyphicon-align-right:before{content:"\e054"}.glyphicon-align-justify:before{content:"\e055"}.glyphicon-list:before{content:"\e056"}.glyphicon-indent-left:before{content:"\e057"}.glyphicon-indent-right:before{content:"\e058"}.glyphicon-facetime-video:before{content:"\e059"}.glyphicon-picture:before{content:"\e060"}.glyphicon-map-marker:before{content:"\e062"}.glyphicon-adjust:before{content:"\e063"}.glyphicon-tint:before{content:"\e064"}.glyphicon-edit:before{content:"\e065"}.glyphicon-share:before{content:"\e066"}.glyphicon-check:before{content:"\e067"}.glyphicon-move:before{content:"\e068"}.glyphicon-step-backward:before{content:"\e069"}.glyphicon-fast-backward:before{content:"\e070"}.glyphicon-backward:before{content:"\e071"}.glyphicon-play:before{content:"\e072"}.glyphicon-pause:before{content:"\e073"}.glyphicon-stop:before{content:"\e074"}.glyphicon-forward:before{content:"\e075"}.glyphicon-fast-forward:before{content:"\e076"}.glyphicon-step-forward:before{content:"\e077"}.glyphicon-eject:before{content:"\e078"}.glyphicon-chevron-left:before{content:"\e079"}.glyphicon-chevron-right:before{content:"\e080"}.glyphicon-plus-sign:before{content:"\e081"}.glyphicon-minus-sign:before{content:"\e082"}.glyphicon-remove-sign:before{content:"\e083"}.glyphicon-ok-sign:before{content:"\e084"}.glyphicon-question-sign:before{content:"\e085"}.glyphicon-info-sign:before{content:"\e086"}.glyphicon-screenshot:before{content:"\e087"}.glyphicon-remove-circle:before{content:"\e088"}.glyphicon-ok-circle:before{content:"\e089"}.glyphicon-ban-circle:before{content:"\e090"}.glyphicon-arrow-left:before{content:"\e091"}.glyphicon-arrow-right:before{content:"\e092"}.glyphicon-arrow-up:before{content:"\e093"}.glyphicon-arrow-down:before{content:"\e094"}.glyphicon-share-alt:before{content:"\e095"}.glyphicon-resize-full:before{content:"\e096"}.glyphicon-resize-small:before{content:"\e097"}.glyphicon-exclamation-sign:before{content:"\e101"}.glyphicon-gift:before{content:"\e102"}.glyphicon-leaf:before{content:"\e103"}.glyphicon-fire:before{content:"\e104"}.glyphicon-eye-open:before{content:"\e105"}.glyphicon-eye-close:before{content:"\e106"}.glyphicon-warning-sign:before{content:"\e107"}.glyphicon-plane:before{content:"\e108"}.glyphicon-calendar:before{content:"\e109"}.glyphicon-random:before{content:"\e110"}.glyphicon-comment:before{content:"\e111"}.glyphicon-magnet:before{content:"\e112"}.glyphicon-chevron-up:before{content:"\e113"}.glyphicon-chevron-down:before{content:"\e114"}.glyphicon-retweet:before{content:"\e115"}.glyphicon-shopping-cart:before{content:"\e116"}.glyphicon-folder-close:before{content:"\e117"}.glyphicon-folder-open:before{content:"\e118"}.glyphicon-resize-vertical:before{content:"\e119"}.glyphicon-resize-horizontal:before{content:"\e120"}.glyphicon-hdd:before{content:"\e121"}.glyphicon-bullhorn:before{content:"\e122"}.glyphicon-bell:before{content:"\e123"}.glyphicon-certificate:before{content:"\e124"}.glyphicon-thumbs-up:before{content:"\e125"}.glyphicon-thumbs-down:before{content:"\e126"}.glyphicon-hand-right:before{content:"\e127"}.glyphicon-hand-left:before{content:"\e128"}.glyphicon-hand-up:before{content:"\e129"}.glyphicon-hand-down:before{content:"\e130"}.glyphicon-circle-arrow-right:before{content:"\e131"}.glyphicon-circle-arrow-left:before{content:"\e132"}.glyphicon-circle-arrow-up:before{content:"\e133"}.glyphicon-circle-arrow-down:before{content:"\e134"}.glyphicon-globe:before{content:"\e135"}.glyphicon-wrench:before{content:"\e136"}.glyphicon-tasks:before{content:"\e137"}.glyphicon-filter:before{content:"\e138"}.glyphicon-briefcase:before{content:"\e139"}.glyphicon-fullscreen:before{content:"\e140"}.glyphicon-dashboard:before{content:"\e141"}.glyphicon-paperclip:before{content:"\e142"}.glyphicon-heart-empty:before{content:"\e143"}.glyphicon-link:before{content:"\e144"}.glyphicon-phone:before{content:"\e145"}.glyphicon-pushpin:before{content:"\e146"}.glyphicon-usd:before{content:"\e148"}.glyphicon-gbp:before{content:"\e149"}.glyphicon-sort:before{content:"\e150"}.glyphicon-sort-by-alphabet:before{content:"\e151"}.glyphicon-sort-by-alphabet-alt:before{content:"\e152"}.glyphicon-sort-by-order:before{content:"\e153"}.glyphicon-sort-by-order-alt:before{content:"\e154"}.glyphicon-sort-by-attributes:before{content:"\e155"}.glyphicon-sort-by-attributes-alt:before{content:"\e156"}.glyphicon-unchecked:before{content:"\e157"}.glyphicon-expand:before{content:"\e158"}.glyphicon-collapse-down:before{content:"\e159"}.glyphicon-collapse-up:before{content:"\e160"}.glyphicon-log-in:before{content:"\e161"}.glyphicon-flash:before{content:"\e162"}.glyphicon-log-out:before{content:"\e163"}.glyphicon-new-window:before{content:"\e164"}.glyphicon-record:before{content:"\e165"}.glyphicon-save:before{content:"\e166"}.glyphicon-open:before{content:"\e167"}.glyphicon-saved:before{content:"\e168"}.glyphicon-import:before{content:"\e169"}.glyphicon-export:before{content:"\e170"}.glyphicon-send:before{content:"\e171"}.glyphicon-floppy-disk:before{content:"\e172"}.glyphicon-floppy-saved:before{content:"\e173"}.glyphicon-floppy-remove:before{content:"\e174"}.glyphicon-floppy-save:before{content:"\e175"}.glyphicon-floppy-open:before{content:"\e176"}.glyphicon-credit-card:before{content:"\e177"}.glyphicon-transfer:before{content:"\e178"}.glyphicon-cutlery:before{content:"\e179"}.glyphicon-header:before{content:"\e180"}.glyphicon-compressed:before{content:"\e181"}.glyphicon-earphone:before{content:"\e182"}.glyphicon-phone-alt:before{content:"\e183"}.glyphicon-tower:before{content:"\e184"}.glyphicon-stats:before{content:"\e185"}.glyphicon-sd-video:before{content:"\e186"}.glyphicon-hd-video:before{content:"\e187"}.glyphicon-subtitles:before{content:"\e188"}.glyphicon-sound-stereo:before{content:"\e189"}.glyphicon-sound-dolby:before{content:"\e190"}.glyphicon-sound-5-1:before{content:"\e191"}.glyphicon-sound-6-1:before{content:"\e192"}.glyphicon-sound-7-1:before{content:"\e193"}.glyphicon-copyright-mark:before{content:"\e194"}.glyphicon-registration-mark:before{content:"\e195"}.glyphicon-cloud-download:before{content:"\e197"}.glyphicon-cloud-upload:before{content:"\e198"}.glyphicon-tree-conifer:before{content:"\e199"}.glyphicon-tree-deciduous:before{content:"\e200"}.glyphicon-cd:before{content:"\e201"}.glyphicon-save-file:before{content:"\e202"}.glyphicon-open-file:before{content:"\e203"}.glyphicon-level-up:before{content:"\e204"}.glyphicon-copy:before{content:"\e205"}.glyphicon-paste:before{content:"\e206"}.glyphicon-alert:before{content:"\e209"}.glyphicon-equalizer:before{content:"\e210"}.glyphicon-king:before{content:"\e211"}.glyphicon-queen:before{content:"\e212"}.glyphicon-pawn:before{content:"\e213"}.glyphicon-bishop:before{content:"\e214"}.glyphicon-knight:before{content:"\e215"}.glyphicon-baby-formula:before{content:"\e216"}.glyphicon-tent:before{content:"\26fa"}.glyphicon-blackboard:before{content:"\e218"}.glyphicon-bed:before{content:"\e219"}.glyphicon-apple:before{content:"\f8ff"}.glyphicon-erase:before{content:"\e221"}.glyphicon-hourglass:before{content:"\231b"}.glyphicon-lamp:before{content:"\e223"}.glyphicon-duplicate:before{content:"\e224"}.glyphicon-piggy-bank:before{content:"\e225"}.glyphicon-scissors:before{content:"\e226"}.glyphicon-bitcoin:before{content:"\e227"}.glyphicon-btc:before{content:"\e227"}.glyphicon-xbt:before{content:"\e227"}.glyphicon-yen:before{content:"\00a5"}.glyphicon-jpy:before{content:"\00a5"}.glyphicon-ruble:before{content:"\20bd"}.glyphicon-rub:before{content:"\20bd"}.glyphicon-scale:before{content:"\e230"}.glyphicon-ice-lolly:before{content:"\e231"}.glyphicon-ice-lolly-tasted:before{content:"\e232"}.glyphicon-education:before{content:"\e233"}.glyphicon-option-horizontal:before{content:"\e234"}.glyphicon-option-vertical:before{content:"\e235"}.glyphicon-menu-hamburger:before{content:"\e236"}.glyphicon-modal-window:before{content:"\e237"}.glyphicon-oil:before{content:"\e238"}.glyphicon-grain:before{content:"\e239"}.glyphicon-sunglasses:before{content:"\e240"}.glyphicon-text-size:before{content:"\e241"}.glyphicon-text-color:before{content:"\e242"}.glyphicon-text-background:before{content:"\e243"}.glyphicon-object-align-top:before{content:"\e244"}.glyphicon-object-align-bottom:before{content:"\e245"}.glyphicon-object-align-horizontal:before{content:"\e246"}.glyphicon-object-align-left:before{content:"\e247"}.glyphicon-object-align-vertical:before{content:"\e248"}.glyphicon-object-align-right:before{content:"\e249"}.glyphicon-triangle-right:before{content:"\e250"}.glyphicon-triangle-left:before{content:"\e251"}.glyphicon-triangle-bottom:before{content:"\e252"}.glyphicon-triangle-top:before{content:"\e253"}.glyphicon-console:before{content:"\e254"}.glyphicon-superscript:before{content:"\e255"}.glyphicon-subscript:before{content:"\e256"}.glyphicon-menu-left:before{content:"\e257"}.glyphicon-menu-right:before{content:"\e258"}.glyphicon-menu-down:before{content:"\e259"}.glyphicon-menu-up:before{content:"\e260"}*{-webkit-box-sizing:border-box;-moz-box-sizing:border-box;box-sizing:border-box}:after,:before{-webkit-box-sizing:border-box;-moz-box-sizing:border-box;box-sizing:border-box}html{font-size:10px;-webkit-tap-highlight-color:rgba(0,0,0,0)}body{font-family:"Helvetica Neue",Helvetica,Arial,sans-serif;font-size:14px;line-height:1.42857143;color:#333;background-color:#fff}button,input,select,textarea{font-family:inherit;font-size:inherit;line-height:inherit}a{color:#337ab7;text-decoration:none}a:focus,a:hover{color:#23527c;text-decoration:underline}a:focus{outline:thin dotted;outline:5px auto -webkit-focus-ring-color;outline-offset:-2px}figure{margin:0}img{vertical-align:middle}.carousel-inner>.item>a>img,.carousel-inner>.item>img,.img-responsive,.thumbnail a>img,.thumbnail>img{display:block;max-width:100%;height:auto}.img-rounded{border-radius:6px}.img-thumbnail{display:inline-block;max-width:100%;height:auto;padding:4px;line-height:1.42857143;background-color:#fff;border:1px solid #ddd;border-radius:4px;-webkit-transition:all .2s ease-in-out;-o-transition:all .2s ease-in-out;transition:all .2s ease-in-out}.img-circle{border-radius:50%}hr{margin-top:20px;margin-bottom:20px;border:0;border-top:1px solid #eee}.sr-only{position:absolute;width:1px;height:1px;padding:0;margin:-1px;overflow:hidden;clip:rect(0,0,0,0);border:0}.sr-only-focusable:active,.sr-only-focusable:focus{position:static;width:auto;height:auto;margin:0;overflow:visible;clip:auto}[role=button]{cursor:pointer}.h1,.h2,.h3,.h4,.h5,.h6,h1,h2,h3,h4,h5,h6{font-family:inherit;font-weight:500;line-height:1.1;color:inherit}.h1 .small,.h1 small,.h2 .small,.h2 small,.h3 .small,.h3 small,.h4 .small,.h4 small,.h5 .small,.h5 small,.h6 .small,.h6 small,h1 .small,h1 small,h2 .small,h2 small,h3 .small,h3 small,h4 .small,h4 small,h5 .small,h5 small,h6 .small,h6 small{font-weight:400;line-height:1;color:#777}.h1,.h2,.h3,h1,h2,h3{margin-top:20px;margin-bottom:10px}.h1 .small,.h1 small,.h2 .small,.h2 small,.h3 .small,.h3 small,h1 .small,h1 small,h2 .small,h2 small,h3 .small,h3 small{font-size:65%}.h4,.h5,.h6,h4,h5,h6{margin-top:10px;margin-bottom:10px}.h4 .small,.h4 small,.h5 .small,.h5 small,.h6 .small,.h6 small,h4 .small,h4 small,h5 .small,h5 small,h6 .small,h6 small{font-size:75%}.h1,h1{font-size:36px}.h2,h2{font-size:30px}.h3,h3{font-size:24px}.h4,h4{font-size:18px}.h5,h5{font-size:14px}.h6,h6{font-size:12px}p{margin:0 0 10px}.lead{margin-bottom:20px;font-size:16px;font-weight:300;line-height:1.4}@media (min-width:768px){.lead{font-size:21px}}.small,small{font-size:85%}.mark,mark{padding:.2em;background-color:#fcf8e3}.text-left{text-align:left}.text-right{text-align:right}.text-center{text-align:center}.text-justify{text-align:justify}.text-nowrap{white-space:nowrap}.text-lowercase{text-transform:lowercase}.text-uppercase{text-transform:uppercase}.text-capitalize{text-transform:capitalize}.text-muted{color:#777}.text-primary{color:#337ab7}a.text-primary:focus,a.text-primary:hover{color:#286090}.text-success{color:#3c763d}a.text-success:focus,a.text-success:hover{color:#2b542c}.text-info{color:#31708f}a.text-info:focus,a.text-info:hover{color:#245269}.text-warning{color:#8a6d3b}a.text-warning:focus,a.text-warning:hover{color:#66512c}.text-danger{color:#a94442}a.text-danger:focus,a.text-danger:hover{color:#843534}.bg-primary{color:#fff;background-color:#337ab7}a.bg-primary:focus,a.bg-primary:hover{background-color:#286090}.bg-success{background-color:#dff0d8}a.bg-success:focus,a.bg-success:hover{background-color:#c1e2b3}.bg-info{background-color:#d9edf7}a.bg-info:focus,a.bg-info:hover{background-color:#afd9ee}.bg-warning{background-color:#fcf8e3}a.bg-warning:focus,a.bg-warning:hover{background-color:#f7ecb5}.bg-danger{background-color:#f2dede}a.bg-danger:focus,a.bg-danger:hover{background-color:#e4b9b9}.page-header{padding-bottom:9px;margin:40px 0 20px;border-bottom:1px solid #eee}ol,ul{margin-top:0;margin-bottom:10px}ol ol,ol ul,ul ol,ul ul{margin-bottom:0}.list-unstyled{padding-left:0;list-style:none}.list-inline{padding-left:0;margin-left:-5px;list-style:none}.list-inline>li{display:inline-block;padding-right:5px;padding-left:5px}dl{margin-top:0;margin-bottom:20px}dd,dt{line-height:1.42857143}dt{font-weight:700}dd{margin-left:0}@media (min-width:768px){.dl-horizontal dt{float:left;width:160px;overflow:hidden;clear:left;text-align:right;text-overflow:ellipsis;white-space:nowrap}.dl-horizontal dd{margin-left:180px}}abbr[data-original-title],abbr[title]{cursor:help;border-bottom:1px dotted #777}.initialism{font-size:90%;text-transform:uppercase}blockquote{padding:10px 20px;margin:0 0 20px;font-size:17.5px;border-left:5px solid #eee}blockquote ol:last-child,blockquote p:last-child,blockquote ul:last-child{margin-bottom:0}blockquote .small,blockquote footer,blockquote small{display:block;font-size:80%;line-height:1.42857143;color:#777}blockquote .small:before,blockquote footer:before,blockquote small:before{content:'\2014 \00A0'}.blockquote-reverse,blockquote.pull-right{padding-right:15px;padding-left:0;text-align:right;border-right:5px solid #eee;border-left:0}.blockquote-reverse .small:before,.blockquote-reverse footer:before,.blockquote-reverse small:before,blockquote.pull-right .small:before,blockquote.pull-right footer:before,blockquote.pull-right small:before{content:''}.blockquote-reverse .small:after,.blockquote-reverse footer:after,.blockquote-reverse small:after,blockquote.pull-right .small:after,blockquote.pull-right footer:after,blockquote.pull-right small:after{content:'\00A0 \2014'}address{margin-bottom:20px;font-style:normal;line-height:1.42857143}code,kbd,pre,samp{font-family:monospace}code{padding:2px 4px;font-size:90%;color:#c7254e;background-color:#f9f2f4;border-radius:4px}kbd{padding:2px 4px;font-size:90%;color:#fff;background-color:#333;border-radius:3px;-webkit-box-shadow:inset 0 -1px 0 rgba(0,0,0,.25);box-shadow:inset 0 -1px 0 rgba(0,0,0,.25)}kbd kbd{padding:0;font-size:100%;font-weight:700;-webkit-box-shadow:none;box-shadow:none}pre{display:block;padding:9.5px;margin:0 0 10px;font-size:13px;line-height:1.42857143;color:#333;word-break:break-all;word-wrap:break-word;background-color:#f5f5f5;border:1px solid #ccc;border-radius:4px}pre code{padding:0;font-size:inherit;color:inherit;white-space:pre-wrap;background-color:transparent;border-radius:0}.pre-scrollable{max-height:340px;overflow-y:scroll}.container{padding-right:15px;padding-left:15px;margin-right:auto;margin-left:auto}@media (min-width:768px){.container{width:750px}}@media (min-width:992px){.container{width:970px}}@media (min-width:1200px){.container{width:1170px}}.container-fluid{padding-right:15px;padding-left:15px;margin-right:auto;margin-left:auto}.row{margin-right:-15px;margin-left:-15px}.col-lg-1,.col-lg-10,.col-lg-11,.col-lg-12,.col-lg-2,.col-lg-3,.col-lg-4,.col-lg-5,.col-lg-6,.col-lg-7,.col-lg-8,.col-lg-9,.col-md-1,.col-md-10,.col-md-11,.col-md-12,.col-md-2,.col-md-3,.col-md-4,.col-md-5,.col-md-6,.col-md-7,.col-md-8,.col-md-9,.col-sm-1,.col-sm-10,.col-sm-11,.col-sm-12,.col-sm-2,.col-sm-3,.col-sm-4,.col-sm-5,.col-sm-6,.col-sm-7,.col-sm-8,.col-sm-9,.col-xs-1,.col-xs-10,.col-xs-11,.col-xs-12,.col-xs-2,.col-xs-3,.col-xs-4,.col-xs-5,.col-xs-6,.col-xs-7,.col-xs-8,.col-xs-9{position:relative;min-height:1px;padding-right:15px;padding-left:15px}.col-xs-1,.col-xs-10,.col-xs-11,.col-xs-12,.col-xs-2,.col-xs-3,.col-xs-4,.col-xs-5,.col-xs-6,.col-xs-7,.col-xs-8,.col-xs-9{float:left}.col-xs-12{width:100%}.col-xs-11{width:91.66666667%}.col-xs-10{width:83.33333333%}.col-xs-9{width:75%}.col-xs-8{width:66.66666667%}.col-xs-7{width:58.33333333%}.col-xs-6{width:50%}.col-xs-5{width:41.66666667%}.col-xs-4{width:33.33333333%}.col-xs-3{width:25%}.col-xs-2{width:16.66666667%}.col-xs-1{width:8.33333333%}.col-xs-pull-12{right:100%}.col-xs-pull-11{right:91.66666667%}.col-xs-pull-10{right:83.33333333%}.col-xs-pull-9{right:75%}.col-xs-pull-8{right:66.66666667%}.col-xs-pull-7{right:58.33333333%}.col-xs-pull-6{right:50%}.col-xs-pull-5{right:41.66666667%}.col-xs-pull-4{right:33.33333333%}.col-xs-pull-3{right:25%}.col-xs-pull-2{right:16.66666667%}.col-xs-pull-1{right:8.33333333%}.col-xs-pull-0{right:auto}.col-xs-push-12{left:100%}.col-xs-push-11{left:91.66666667%}.col-xs-push-10{left:83.33333333%}.col-xs-push-9{left:75%}.col-xs-push-8{left:66.66666667%}.col-xs-push-7{left:58.33333333%}.col-xs-push-6{left:50%}.col-xs-push-5{left:41.66666667%}.col-xs-push-4{left:33.33333333%}.col-xs-push-3{left:25%}.col-xs-push-2{left:16.66666667%}.col-xs-push-1{left:8.33333333%}.col-xs-push-0{left:auto}.col-xs-offset-12{margin-left:100%}.col-xs-offset-11{margin-left:91.66666667%}.col-xs-offset-10{margin-left:83.33333333%}.col-xs-offset-9{margin-left:75%}.col-xs-offset-8{margin-left:66.66666667%}.col-xs-offset-7{margin-left:58.33333333%}.col-xs-offset-6{margin-left:50%}.col-xs-offset-5{margin-left:41.66666667%}.col-xs-offset-4{margin-left:33.33333333%}.col-xs-offset-3{margin-left:25%}.col-xs-offset-2{margin-left:16.66666667%}.col-xs-offset-1{margin-left:8.33333333%}.col-xs-offset-0{margin-left:0}@media (min-width:768px){.col-sm-1,.col-sm-10,.col-sm-11,.col-sm-12,.col-sm-2,.col-sm-3,.col-sm-4,.col-sm-5,.col-sm-6,.col-sm-7,.col-sm-8,.col-sm-9{float:left}.col-sm-12{width:100%}.col-sm-11{width:91.66666667%}.col-sm-10{width:83.33333333%}.col-sm-9{width:75%}.col-sm-8{width:66.66666667%}.col-sm-7{width:58.33333333%}.col-sm-6{width:50%}.col-sm-5{width:41.66666667%}.col-sm-4{width:33.33333333%}.col-sm-3{width:25%}.col-sm-2{width:16.66666667%}.col-sm-1{width:8.33333333%}.col-sm-pull-12{right:100%}.col-sm-pull-11{right:91.66666667%}.col-sm-pull-10{right:83.33333333%}.col-sm-pull-9{right:75%}.col-sm-pull-8{right:66.66666667%}.col-sm-pull-7{right:58.33333333%}.col-sm-pull-6{right:50%}.col-sm-pull-5{right:41.66666667%}.col-sm-pull-4{right:33.33333333%}.col-sm-pull-3{right:25%}.col-sm-pull-2{right:16.66666667%}.col-sm-pull-1{right:8.33333333%}.col-sm-pull-0{right:auto}.col-sm-push-12{left:100%}.col-sm-push-11{left:91.66666667%}.col-sm-push-10{left:83.33333333%}.col-sm-push-9{left:75%}.col-sm-push-8{left:66.66666667%}.col-sm-push-7{left:58.33333333%}.col-sm-push-6{left:50%}.col-sm-push-5{left:41.66666667%}.col-sm-push-4{left:33.33333333%}.col-sm-push-3{left:25%}.col-sm-push-2{left:16.66666667%}.col-sm-push-1{left:8.33333333%}.col-sm-push-0{left:auto}.col-sm-offset-12{margin-left:100%}.col-sm-offset-11{margin-left:91.66666667%}.col-sm-offset-10{margin-left:83.33333333%}.col-sm-offset-9{margin-left:75%}.col-sm-offset-8{margin-left:66.66666667%}.col-sm-offset-7{margin-left:58.33333333%}.col-sm-offset-6{margin-left:50%}.col-sm-offset-5{margin-left:41.66666667%}.col-sm-offset-4{margin-left:33.33333333%}.col-sm-offset-3{margin-left:25%}.col-sm-offset-2{margin-left:16.66666667%}.col-sm-offset-1{margin-left:8.33333333%}.col-sm-offset-0{margin-left:0}}@media (min-width:992px){.col-md-1,.col-md-10,.col-md-11,.col-md-12,.col-md-2,.col-md-3,.col-md-4,.col-md-5,.col-md-6,.col-md-7,.col-md-8,.col-md-9{float:left}.col-md-12{width:100%}.col-md-11{width:91.66666667%}.col-md-10{width:83.33333333%}.col-md-9{width:75%}.col-md-8{width:66.66666667%}.col-md-7{width:58.33333333%}.col-md-6{width:50%}.col-md-5{width:41.66666667%}.col-md-4{width:33.33333333%}.col-md-3{width:25%}.col-md-2{width:16.66666667%}.col-md-1{width:8.33333333%}.col-md-pull-12{right:100%}.col-md-pull-11{right:91.66666667%}.col-md-pull-10{right:83.33333333%}.col-md-pull-9{right:75%}.col-md-pull-8{right:66.66666667%}.col-md-pull-7{right:58.33333333%}.col-md-pull-6{right:50%}.col-md-pull-5{right:41.66666667%}.col-md-pull-4{right:33.33333333%}.col-md-pull-3{right:25%}.col-md-pull-2{right:16.66666667%}.col-md-pull-1{right:8.33333333%}.col-md-pull-0{right:auto}.col-md-push-12{left:100%}.col-md-push-11{left:91.66666667%}.col-md-push-10{left:83.33333333%}.col-md-push-9{left:75%}.col-md-push-8{left:66.66666667%}.col-md-push-7{left:58.33333333%}.col-md-push-6{left:50%}.col-md-push-5{left:41.66666667%}.col-md-push-4{left:33.33333333%}.col-md-push-3{left:25%}.col-md-push-2{left:16.66666667%}.col-md-push-1{left:8.33333333%}.col-md-push-0{left:auto}.col-md-offset-12{margin-left:100%}.col-md-offset-11{margin-left:91.66666667%}.col-md-offset-10{margin-left:83.33333333%}.col-md-offset-9{margin-left:75%}.col-md-offset-8{margin-left:66.66666667%}.col-md-offset-7{margin-left:58.33333333%}.col-md-offset-6{margin-left:50%}.col-md-offset-5{margin-left:41.66666667%}.col-md-offset-4{margin-left:33.33333333%}.col-md-offset-3{margin-left:25%}.col-md-offset-2{margin-left:16.66666667%}.col-md-offset-1{margin-left:8.33333333%}.col-md-offset-0{margin-left:0}}@media (min-width:1200px){.col-lg-1,.col-lg-10,.col-lg-11,.col-lg-12,.col-lg-2,.col-lg-3,.col-lg-4,.col-lg-5,.col-lg-6,.col-lg-7,.col-lg-8,.col-lg-9{float:left}.col-lg-12{width:100%}.col-lg-11{width:91.66666667%}.col-lg-10{width:83.33333333%}.col-lg-9{width:75%}.col-lg-8{width:66.66666667%}.col-lg-7{width:58.33333333%}.col-lg-6{width:50%}.col-lg-5{width:41.66666667%}.col-lg-4{width:33.33333333%}.col-lg-3{width:25%}.col-lg-2{width:16.66666667%}.col-lg-1{width:8.33333333%}.col-lg-pull-12{right:100%}.col-lg-pull-11{right:91.66666667%}.col-lg-pull-10{right:83.33333333%}.col-lg-pull-9{right:75%}.col-lg-pull-8{right:66.66666667%}.col-lg-pull-7{right:58.33333333%}.col-lg-pull-6{right:50%}.col-lg-pull-5{right:41.66666667%}.col-lg-pull-4{right:33.33333333%}.col-lg-pull-3{right:25%}.col-lg-pull-2{right:16.66666667%}.col-lg-pull-1{right:8.33333333%}.col-lg-pull-0{right:auto}.col-lg-push-12{left:100%}.col-lg-push-11{left:91.66666667%}.col-lg-push-10{left:83.33333333%}.col-lg-push-9{left:75%}.col-lg-push-8{left:66.66666667%}.col-lg-push-7{left:58.33333333%}.col-lg-push-6{left:50%}.col-lg-push-5{left:41.66666667%}.col-lg-push-4{left:33.33333333%}.col-lg-push-3{left:25%}.col-lg-push-2{left:16.66666667%}.col-lg-push-1{left:8.33333333%}.col-lg-push-0{left:auto}.col-lg-offset-12{margin-left:100%}.col-lg-offset-11{margin-left:91.66666667%}.col-lg-offset-10{margin-left:83.33333333%}.col-lg-offset-9{margin-left:75%}.col-lg-offset-8{margin-left:66.66666667%}.col-lg-offset-7{margin-left:58.33333333%}.col-lg-offset-6{margin-left:50%}.col-lg-offset-5{margin-left:41.66666667%}.col-lg-offset-4{margin-left:33.33333333%}.col-lg-offset-3{margin-left:25%}.col-lg-offset-2{margin-left:16.66666667%}.col-lg-offset-1{margin-left:8.33333333%}.col-lg-offset-0{margin-left:0}}table{background-color:transparent}caption{padding-top:8px;padding-bottom:8px;color:#777;text-align:left}th{}.table{width:100%;max-width:100%;margin-bottom:20px}.table>tbody>tr>td,.table>tbody>tr>th,.table>tfoot>tr>td,.table>tfoot>tr>th,.table>thead>tr>td,.table>thead>tr>th{padding:8px;line-height:1.42857143;vertical-align:top;border-top:1px solid #ddd}.table>thead>tr>th{vertical-align:bottom;border-bottom:2px solid #ddd}.table>caption+thead>tr:first-child>td,.table>caption+thead>tr:first-child>th,.table>colgroup+thead>tr:first-child>td,.table>colgroup+thead>tr:first-child>th,.table>thead:first-child>tr:first-child>td,.table>thead:first-child>tr:first-child>th{border-top:0}.table>tbody+tbody{border-top:2px solid #ddd}.table .table{background-color:#fff}.table-condensed>tbody>tr>td,.table-condensed>tbody>tr>th,.table-condensed>tfoot>tr>td,.table-condensed>tfoot>tr>th,.table-condensed>thead>tr>td,.table-condensed>thead>tr>th{padding:5px}.table-bordered{border:1px solid #ddd}.table-bordered>tbody>tr>td,.table-bordered>tbody>tr>th,.table-bordered>tfoot>tr>td,.table-bordered>tfoot>tr>th,.table-bordered>thead>tr>td,.table-bordered>thead>tr>th{border:1px solid #ddd}.table-bordered>thead>tr>td,.table-bordered>thead>tr>th{border-bottom-width:2px}.table-striped>tbody>tr:nth-of-type(odd){background-color:#f9f9f9}.table-hover>tbody>tr:hover{background-color:#f5f5f5}table col[class*=col-]{position:static;display:table-column;float:none}table td[class*=col-],table th[class*=col-]{position:static;display:table-cell;float:none}.table>tbody>tr.active>td,.table>tbody>tr.active>th,.table>tbody>tr>td.active,.table>tbody>tr>th.active,.table>tfoot>tr.active>td,.table>tfoot>tr.active>th,.table>tfoot>tr>td.active,.table>tfoot>tr>th.active,.table>thead>tr.active>td,.table>thead>tr.active>th,.table>thead>tr>td.active,.table>thead>tr>th.active{background-color:#f5f5f5}.table-hover>tbody>tr.active:hover>td,.table-hover>tbody>tr.active:hover>th,.table-hover>tbody>tr:hover>.active,.table-hover>tbody>tr>td.active:hover,.table-hover>tbody>tr>th.active:hover{background-color:#e8e8e8}.table>tbody>tr.success>td,.table>tbody>tr.success>th,.table>tbody>tr>td.success,.table>tbody>tr>th.success,.table>tfoot>tr.success>td,.table>tfoot>tr.success>th,.table>tfoot>tr>td.success,.table>tfoot>tr>th.success,.table>thead>tr.success>td,.table>thead>tr.success>th,.table>thead>tr>td.success,.table>thead>tr>th.success{background-color:#dff0d8}.table-hover>tbody>tr.success:hover>td,.table-hover>tbody>tr.success:hover>th,.table-hover>tbody>tr:hover>.success,.table-hover>tbody>tr>td.success:hover,.table-hover>tbody>tr>th.success:hover{background-color:#d0e9c6}.table>tbody>tr.info>td,.table>tbody>tr.info>th,.table>tbody>tr>td.info,.table>tbody>tr>th.info,.table>tfoot>tr.info>td,.table>tfoot>tr.info>th,.table>tfoot>tr>td.info,.table>tfoot>tr>th.info,.table>thead>tr.info>td,.table>thead>tr.info>th,.table>thead>tr>td.info,.table>thead>tr>th.info{background-color:#d9edf7}.table-hover>tbody>tr.info:hover>td,.table-hover>tbody>tr.info:hover>th,.table-hover>tbody>tr:hover>.info,.table-hover>tbody>tr>td.info:hover,.table-hover>tbody>tr>th.info:hover{background-color:#c4e3f3}.table>tbody>tr.warning>td,.table>tbody>tr.warning>th,.table>tbody>tr>td.warning,.table>tbody>tr>th.warning,.table>tfoot>tr.warning>td,.table>tfoot>tr.warning>th,.table>tfoot>tr>td.warning,.table>tfoot>tr>th.warning,.table>thead>tr.warning>td,.table>thead>tr.warning>th,.table>thead>tr>td.warning,.table>thead>tr>th.warning{background-color:#fcf8e3}.table-hover>tbody>tr.warning:hover>td,.table-hover>tbody>tr.warning:hover>th,.table-hover>tbody>tr:hover>.warning,.table-hover>tbody>tr>td.warning:hover,.table-hover>tbody>tr>th.warning:hover{background-color:#faf2cc}.table>tbody>tr.danger>td,.table>tbody>tr.danger>th,.table>tbody>tr>td.danger,.table>tbody>tr>th.danger,.table>tfoot>tr.danger>td,.table>tfoot>tr.danger>th,.table>tfoot>tr>td.danger,.table>tfoot>tr>th.danger,.table>thead>tr.danger>td,.table>thead>tr.danger>th,.table>thead>tr>td.danger,.table>thead>tr>th.danger{background-color:#f2dede}.table-hover>tbody>tr.danger:hover>td,.table-hover>tbody>tr.danger:hover>th,.table-hover>tbody>tr:hover>.danger,.table-hover>tbody>tr>td.danger:hover,.table-hover>tbody>tr>th.danger:hover{background-color:#ebcccc}.table-responsive{min-height:.01%;overflow-x:auto}@media screen and (max-width:767px){.table-responsive{width:100%;margin-bottom:15px;overflow-y:hidden;-ms-overflow-style:-ms-autohiding-scrollbar;border:1px solid #ddd}.table-responsive>.table{margin-bottom:0}.table-responsive>.table>tbody>tr>td,.table-responsive>.table>tbody>tr>th,.table-responsive>.table>tfoot>tr>td,.table-responsive>.table>tfoot>tr>th,.table-responsive>.table>thead>tr>td,.table-responsive>.table>thead>tr>th{white-space:nowrap}.table-responsive>.table-bordered{border:0}.table-responsive>.table-bordered>tbody>tr>td:first-child,.table-responsive>.table-bordered>tbody>tr>th:first-child,.table-responsive>.table-bordered>tfoot>tr>td:first-child,.table-responsive>.table-bordered>tfoot>tr>th:first-child,.table-responsive>.table-bordered>thead>tr>td:first-child,.table-responsive>.table-bordered>thead>tr>th:first-child{border-left:0}.table-responsive>.table-bordered>tbody>tr>td:last-child,.table-responsive>.table-bordered>tbody>tr>th:last-child,.table-responsive>.table-bordered>tfoot>tr>td:last-child,.table-responsive>.table-bordered>tfoot>tr>th:last-child,.table-responsive>.table-bordered>thead>tr>td:last-child,.table-responsive>.table-bordered>thead>tr>th:last-child{border-right:0}.table-responsive>.table-bordered>tbody>tr:last-child>td,.table-responsive>.table-bordered>tbody>tr:last-child>th,.table-responsive>.table-bordered>tfoot>tr:last-child>td,.table-responsive>.table-bordered>tfoot>tr:last-child>th{border-bottom:0}}fieldset{min-width:0;padding:0;margin:0;border:0}legend{display:block;width:100%;padding:0;margin-bottom:20px;font-size:21px;line-height:inherit;color:#333;border:0;border-bottom:1px solid #e5e5e5}label{display:inline-block;max-width:100%;margin-bottom:5px;font-weight:700}input[type=search]{-webkit-box-sizing:border-box;-moz-box-sizing:border-box;box-sizing:border-box}input[type=checkbox],input[type=radio]{margin:4px 0 0;margin-top:1px\9;line-height:normal}input[type=file]{display:block}input[type=range]{display:block;width:100%}select[multiple],select[size]{height:auto}input[type=file]:focus,input[type=checkbox]:focus,input[type=radio]:focus{outline:thin dotted;outline:5px auto -webkit-focus-ring-color;outline-offset:-2px}output{display:block;padding-top:7px;font-size:14px;line-height:1.42857143;color:#555}.form-control{display:block;width:100%;height:34px;padding:6px 12px;font-size:14px;line-height:1.42857143;color:#555;background-color:#fff;background-image:none;border:1px solid #ccc;border-radius:4px;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075);box-shadow:inset 0 1px 1px rgba(0,0,0,.075);-webkit-transition:border-color ease-in-out .15s,-webkit-box-shadow ease-in-out .15s;-o-transition:border-color ease-in-out .15s,box-shadow ease-in-out .15s;transition:border-color ease-in-out .15s,box-shadow ease-in-out .15s}.form-control:focus{border-color:#66afe9;outline:0;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 8px rgba(102,175,233,.6);box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 8px rgba(102,175,233,.6)}.form-control::-moz-placeholder{color:#999;opacity:1}.form-control:-ms-input-placeholder{color:#999}.form-control::-webkit-input-placeholder{color:#999}.form-control[disabled],.form-control[readonly],fieldset[disabled] .form-control{background-color:#eee;opacity:1}.form-control[disabled],fieldset[disabled] .form-control{cursor:not-allowed}textarea.form-control{height:auto}input[type=search]{-webkit-appearance:none}@media screen and (-webkit-min-device-pixel-ratio:0){input[type=date].form-control,input[type=time].form-control,input[type=datetime-local].form-control,input[type=month].form-control{line-height:34px}.input-group-sm input[type=date],.input-group-sm input[type=time],.input-group-sm input[type=datetime-local],.input-group-sm input[type=month],input[type=date].input-sm,input[type=time].input-sm,input[type=datetime-local].input-sm,input[type=month].input-sm{line-height:30px}.input-group-lg input[type=date],.input-group-lg input[type=time],.input-group-lg input[type=datetime-local],.input-group-lg input[type=month],input[type=date].input-lg,input[type=time].input-lg,input[type=datetime-local].input-lg,input[type=month].input-lg{line-height:46px}}.form-group{margin-bottom:15px}.checkbox,.radio{position:relative;display:block;margin-top:10px;margin-bottom:10px}.checkbox label,.radio label{min-height:20px;padding-left:20px;margin-bottom:0;font-weight:400;cursor:pointer}.checkbox input[type=checkbox],.checkbox-inline input[type=checkbox],.radio input[type=radio],.radio-inline input[type=radio]{position:absolute;margin-top:4px\9;margin-left:-20px}.checkbox+.checkbox,.radio+.radio{margin-top:-5px}.checkbox-inline,.radio-inline{position:relative;display:inline-block;padding-left:20px;margin-bottom:0;font-weight:400;vertical-align:middle;cursor:pointer}.checkbox-inline+.checkbox-inline,.radio-inline+.radio-inline{margin-top:0;margin-left:10px}fieldset[disabled] input[type=checkbox],fieldset[disabled] input[type=radio],input[type=checkbox].disabled,input[type=checkbox][disabled],input[type=radio].disabled,input[type=radio][disabled]{cursor:not-allowed}.checkbox-inline.disabled,.radio-inline.disabled,fieldset[disabled] .checkbox-inline,fieldset[disabled] .radio-inline{cursor:not-allowed}.checkbox.disabled label,.radio.disabled label,fieldset[disabled] .checkbox label,fieldset[disabled] .radio label{cursor:not-allowed}.form-control-static{min-height:34px;padding-top:7px;padding-bottom:7px;margin-bottom:0}.form-control-static.input-lg,.form-control-static.input-sm{padding-right:0;padding-left:0}.input-sm{height:30px;padding:5px 10px;font-size:12px;line-height:1.5;border-radius:3px}select.input-sm{height:30px;line-height:30px}select[multiple].input-sm,textarea.input-sm{height:auto}.form-group-sm .form-control{height:30px;padding:5px 10px;font-size:12px;line-height:1.5;border-radius:3px}.form-group-sm select.form-control{height:30px;line-height:30px}.form-group-sm select[multiple].form-control,.form-group-sm textarea.form-control{height:auto}.form-group-sm .form-control-static{height:30px;min-height:32px;padding:6px 10px;font-size:12px;line-height:1.5}.input-lg{height:46px;padding:10px 16px;font-size:18px;line-height:1.3333333;border-radius:6px}select.input-lg{height:46px;line-height:46px}select[multiple].input-lg,textarea.input-lg{height:auto}.form-group-lg .form-control{height:46px;padding:10px 16px;font-size:18px;line-height:1.3333333;border-radius:6px}.form-group-lg select.form-control{height:46px;line-height:46px}.form-group-lg select[multiple].form-control,.form-group-lg textarea.form-control{height:auto}.form-group-lg .form-control-static{height:46px;min-height:38px;padding:11px 16px;font-size:18px;line-height:1.3333333}.has-feedback{position:relative}.has-feedback .form-control{padding-right:42.5px}.form-control-feedback{position:absolute;top:0;right:0;z-index:2;display:block;width:34px;height:34px;line-height:34px;text-align:center;pointer-events:none}.form-group-lg .form-control+.form-control-feedback,.input-group-lg+.form-control-feedback,.input-lg+.form-control-feedback{width:46px;height:46px;line-height:46px}.form-group-sm .form-control+.form-control-feedback,.input-group-sm+.form-control-feedback,.input-sm+.form-control-feedback{width:30px;height:30px;line-height:30px}.has-success .checkbox,.has-success .checkbox-inline,.has-success .control-label,.has-success .help-block,.has-success .radio,.has-success .radio-inline,.has-success.checkbox label,.has-success.checkbox-inline label,.has-success.radio label,.has-success.radio-inline label{color:#3c763d}.has-success .form-control{border-color:#3c763d;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075);box-shadow:inset 0 1px 1px rgba(0,0,0,.075)}.has-success .form-control:focus{border-color:#2b542c;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #67b168;box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #67b168}.has-success .input-group-addon{color:#3c763d;background-color:#dff0d8;border-color:#3c763d}.has-success .form-control-feedback{color:#3c763d}.has-warning .checkbox,.has-warning .checkbox-inline,.has-warning .control-label,.has-warning .help-block,.has-warning .radio,.has-warning .radio-inline,.has-warning.checkbox label,.has-warning.checkbox-inline label,.has-warning.radio label,.has-warning.radio-inline label{color:#8a6d3b}.has-warning .form-control{border-color:#8a6d3b;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075);box-shadow:inset 0 1px 1px rgba(0,0,0,.075)}.has-warning .form-control:focus{border-color:#66512c;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #c0a16b;box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #c0a16b}.has-warning .input-group-addon{color:#8a6d3b;background-color:#fcf8e3;border-color:#8a6d3b}.has-warning .form-control-feedback{color:#8a6d3b}.has-error .checkbox,.has-error .checkbox-inline,.has-error .control-label,.has-error .help-block,.has-error .radio,.has-error .radio-inline,.has-error.checkbox label,.has-error.checkbox-inline label,.has-error.radio label,.has-error.radio-inline label{color:#a94442}.has-error .form-control{border-color:#a94442;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075);box-shadow:inset 0 1px 1px rgba(0,0,0,.075)}.has-error .form-control:focus{border-color:#843534;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #ce8483;box-shadow:inset 0 1px 1px rgba(0,0,0,.075),0 0 6px #ce8483}.has-error .input-group-addon{color:#a94442;background-color:#f2dede;border-color:#a94442}.has-error .form-control-feedback{color:#a94442}.has-feedback label~.form-control-feedback{top:25px}.has-feedback label.sr-only~.form-control-feedback{top:0}.help-block{display:block;margin-top:5px;margin-bottom:10px;color:#737373}@media (min-width:768px){.form-inline .form-group{display:inline-block;margin-bottom:0;vertical-align:middle}.form-inline .form-control{display:inline-block;width:auto;vertical-align:middle}.form-inline .form-control-static{display:inline-block}.form-inline .input-group{display:inline-table;vertical-align:middle}.form-inline .input-group .form-control,.form-inline .input-group .input-group-addon,.form-inline .input-group .input-group-btn{width:auto}.form-inline .input-group>.form-control{width:100%}.form-inline .control-label{margin-bottom:0;vertical-align:middle}.form-inline .checkbox,.form-inline .radio{display:inline-block;margin-top:0;margin-bottom:0;vertical-align:middle}.form-inline .checkbox label,.form-inline .radio label{padding-left:0}.form-inline .checkbox input[type=checkbox],.form-inline .radio input[type=radio]{position:relative;margin-left:0}.form-inline .has-feedback .form-control-feedback{top:0}}.form-horizontal .checkbox,.form-horizontal .checkbox-inline,.form-horizontal .radio,.form-horizontal .radio-inline{padding-top:7px;margin-top:0;margin-bottom:0}.form-horizontal .checkbox,.form-horizontal .radio{min-height:27px}.form-horizontal .form-group{margin-right:-15px;margin-left:-15px}@media (min-width:768px){.form-horizontal .control-label{padding-top:7px;margin-bottom:0;text-align:right}}.form-horizontal .has-feedback .form-control-feedback{right:15px}@media (min-width:768px){.form-horizontal .form-group-lg .control-label{padding-top:14.33px;font-size:18px}}@media (min-width:768px){.form-horizontal .form-group-sm .control-label{padding-top:6px;font-size:12px}}.btn{display:inline-block;padding:6px 12px;margin-bottom:0;font-size:14px;font-weight:400;line-height:1.42857143;text-align:center;white-space:nowrap;vertical-align:middle;-ms-touch-action:manipulation;touch-action:manipulation;cursor:pointer;-webkit-user-select:none;-moz-user-select:none;-ms-user-select:none;user-select:none;background-image:none;border:1px solid transparent;border-radius:4px}.btn.active.focus,.btn.active:focus,.btn.focus,.btn:active.focus,.btn:active:focus,.btn:focus{outline:thin dotted;outline:5px auto -webkit-focus-ring-color;outline-offset:-2px}.btn.focus,.btn:focus,.btn:hover{color:#333;text-decoration:none}.btn.active,.btn:active{background-image:none;outline:0;-webkit-box-shadow:inset 0 3px 5px rgba(0,0,0,.125);box-shadow:inset 0 3px 5px rgba(0,0,0,.125)}.btn.disabled,.btn[disabled],fieldset[disabled] .btn{cursor:not-allowed;filter:alpha(opacity=65);-webkit-box-shadow:none;box-shadow:none;opacity:.65}a.btn.disabled,fieldset[disabled] a.btn{pointer-events:none}.btn-default{color:#333;background-color:#fff;border-color:#ccc}.btn-default.focus,.btn-default:focus{color:#333;background-color:#e6e6e6;border-color:#8c8c8c}.btn-default:hover{color:#333;background-color:#e6e6e6;border-color:#adadad}.btn-default.active,.btn-default:active,.open>.dropdown-toggle.btn-default{color:#333;background-color:#e6e6e6;border-color:#adadad}.btn-default.active.focus,.btn-default.active:focus,.btn-default.active:hover,.btn-default:active.focus,.btn-default:active:focus,.btn-default:active:hover,.open>.dropdown-toggle.btn-default.focus,.open>.dropdown-toggle.btn-default:focus,.open>.dropdown-toggle.btn-default:hover{color:#333;background-color:#d4d4d4;border-color:#8c8c8c}.btn-default.active,.btn-default:active,.open>.dropdown-toggle.btn-default{background-image:none}.btn-default.disabled,.btn-default.disabled.active,.btn-default.disabled.focus,.btn-default.disabled:active,.btn-default.disabled:focus,.btn-default.disabled:hover,.btn-default[disabled],.btn-default[disabled].active,.btn-default[disabled].focus,.btn-default[disabled]:active,.btn-default[disabled]:focus,.btn-default[disabled]:hover,fieldset[disabled] .btn-default,fieldset[disabled] .btn-default.active,fieldset[disabled] .btn-default.focus,fieldset[disabled] .btn-default:active,fieldset[disabled] .btn-default:focus,fieldset[disabled] .btn-default:hover{background-color:#fff;border-color:#ccc}.btn-default .badge{color:#fff;background-color:#333}.btn-primary{color:#fff;background-color:#337ab7;border-color:#2e6da4}.btn-primary.focus,.btn-primary:focus{color:#fff;background-color:#286090;border-color:#122b40}.btn-primary:hover{color:#fff;background-color:#286090;border-color:#204d74}.btn-primary.active,.btn-primary:active,.open>.dropdown-toggle.btn-primary{color:#fff;background-color:#286090;border-color:#204d74}.btn-primary.active.focus,.btn-primary.active:focus,.btn-primary.active:hover,.btn-primary:active.focus,.btn-primary:active:focus,.btn-primary:active:hover,.open>.dropdown-toggle.btn-primary.focus,.open>.dropdown-toggle.btn-primary:focus,.open>.dropdown-toggle.btn-primary:hover{color:#fff;background-color:#204d74;border-color:#122b40}.btn-primary.active,.btn-primary:active,.open>.dropdown-toggle.btn-primary{background-image:none}.btn-primary.disabled,.btn-primary.disabled.active,.btn-primary.disabled.focus,.btn-primary.disabled:active,.btn-primary.disabled:focus,.btn-primary.disabled:hover,.btn-primary[disabled],.btn-primary[disabled].active,.btn-primary[disabled].focus,.btn-primary[disabled]:active,.btn-primary[disabled]:focus,.btn-primary[disabled]:hover,fieldset[disabled] .btn-primary,fieldset[disabled] .btn-primary.active,fieldset[disabled] .btn-primary.focus,fieldset[disabled] .btn-primary:active,fieldset[disabled] .btn-primary:focus,fieldset[disabled] .btn-primary:hover{background-color:#337ab7;border-color:#2e6da4}.btn-primary .badge{color:#337ab7;background-color:#fff}.btn-success{color:#fff;background-color:#5cb85c;border-color:#4cae4c}.btn-success.focus,.btn-success:focus{color:#fff;background-color:#449d44;border-color:#255625}.btn-success:hover{color:#fff;background-color:#449d44;border-color:#398439}.btn-success.active,.btn-success:active,.open>.dropdown-toggle.btn-success{color:#fff;background-color:#449d44;border-color:#398439}.btn-success.active.focus,.btn-success.active:focus,.btn-success.active:hover,.btn-success:active.focus,.btn-success:active:focus,.btn-success:active:hover,.open>.dropdown-toggle.btn-success.focus,.open>.dropdown-toggle.btn-success:focus,.open>.dropdown-toggle.btn-success:hover{color:#fff;background-color:#398439;border-color:#255625}.btn-success.active,.btn-success:active,.open>.dropdown-toggle.btn-success{background-image:none}.btn-success.disabled,.btn-success.disabled.active,.btn-success.disabled.focus,.btn-success.disabled:active,.btn-success.disabled:focus,.btn-success.disabled:hover,.btn-success[disabled],.btn-success[disabled].active,.btn-success[disabled].focus,.btn-success[disabled]:active,.btn-success[disabled]:focus,.btn-success[disabled]:hover,fieldset[disabled] .btn-success,fieldset[disabled] .btn-success.active,fieldset[disabled] .btn-success.focus,fieldset[disabled] .btn-success:active,fieldset[disabled] .btn-success:focus,fieldset[disabled] .btn-success:hover{background-color:#5cb85c;border-color:#4cae4c}.btn-success .badge{color:#5cb85c;background-color:#fff}.btn-info{color:#fff;background-color:#5bc0de;border-color:#46b8da}.btn-info.focus,.btn-info:focus{color:#fff;background-color:#31b0d5;border-color:#1b6d85}.btn-info:hover{color:#fff;background-color:#31b0d5;border-color:#269abc}.btn-info.active,.btn-info:active,.open>.dropdown-toggle.btn-info{color:#fff;background-color:#31b0d5;border-color:#269abc}.btn-info.active.focus,.btn-info.active:focus,.btn-info.active:hover,.btn-info:active.focus,.btn-info:active:focus,.btn-info:active:hover,.open>.dropdown-toggle.btn-info.focus,.open>.dropdown-toggle.btn-info:focus,.open>.dropdown-toggle.btn-info:hover{color:#fff;background-color:#269abc;border-color:#1b6d85}.btn-info.active,.btn-info:active,.open>.dropdown-toggle.btn-info{background-image:none}.btn-info.disabled,.btn-info.disabled.active,.btn-info.disabled.focus,.btn-info.disabled:active,.btn-info.disabled:focus,.btn-info.disabled:hover,.btn-info[disabled],.btn-info[disabled].active,.btn-info[disabled].focus,.btn-info[disabled]:active,.btn-info[disabled]:focus,.btn-info[disabled]:hover,fieldset[disabled] .btn-info,fieldset[disabled] .btn-info.active,fieldset[disabled] .btn-info.focus,fieldset[disabled] .btn-info:active,fieldset[disabled] .btn-info:focus,fieldset[disabled] .btn-info:hover{background-color:#5bc0de;border-color:#46b8da}.btn-info .badge{color:#5bc0de;background-color:#fff}.btn-warning{color:#fff;background-color:#f0ad4e;border-color:#eea236}.btn-warning.focus,.btn-warning:focus{color:#fff;background-color:#ec971f;border-color:#985f0d}.btn-warning:hover{color:#fff;background-color:#ec971f;border-color:#d58512}.btn-warning.active,.btn-warning:active,.open>.dropdown-toggle.btn-warning{color:#fff;background-color:#ec971f;border-color:#d58512}.btn-warning.active.focus,.btn-warning.active:focus,.btn-warning.active:hover,.btn-warning:active.focus,.btn-warning:active:focus,.btn-warning:active:hover,.open>.dropdown-toggle.btn-warning.focus,.open>.dropdown-toggle.btn-warning:focus,.open>.dropdown-toggle.btn-warning:hover{color:#fff;background-color:#d58512;border-color:#985f0d}.btn-warning.active,.btn-warning:active,.open>.dropdown-toggle.btn-warning{background-image:none}.btn-warning.disabled,.btn-warning.disabled.active,.btn-warning.disabled.focus,.btn-warning.disabled:active,.btn-warning.disabled:focus,.btn-warning.disabled:hover,.btn-warning[disabled],.btn-warning[disabled].active,.btn-warning[disabled].focus,.btn-warning[disabled]:active,.btn-warning[disabled]:focus,.btn-warning[disabled]:hover,fieldset[disabled] .btn-warning,fieldset[disabled] .btn-warning.active,fieldset[disabled] .btn-warning.focus,fieldset[disabled] .btn-warning:active,fieldset[disabled] .btn-warning:focus,fieldset[disabled] .btn-warning:hover{background-color:#f0ad4e;border-color:#eea236}.btn-warning .badge{color:#f0ad4e;background-color:#fff}.btn-danger{color:#fff;background-color:#d9534f;border-color:#d43f3a}.btn-danger.focus,.btn-danger:focus{color:#fff;background-color:#c9302c;border-color:#761c19}.btn-danger:hover{color:#fff;background-color:#c9302c;border-color:#ac2925}.btn-danger.active,.btn-danger:active,.open>.dropdown-toggle.btn-danger{color:#fff;background-color:#c9302c;border-color:#ac2925}.btn-danger.active.focus,.btn-danger.active:focus,.btn-danger.active:hover,.btn-danger:active.focus,.btn-danger:active:focus,.btn-danger:active:hover,.open>.dropdown-toggle.btn-danger.focus,.open>.dropdown-toggle.btn-danger:focus,.open>.dropdown-toggle.btn-danger:hover{color:#fff;background-color:#ac2925;border-color:#761c19}.btn-danger.active,.btn-danger:active,.open>.dropdown-toggle.btn-danger{background-image:none}.btn-danger.disabled,.btn-danger.disabled.active,.btn-danger.disabled.focus,.btn-danger.disabled:active,.btn-danger.disabled:focus,.btn-danger.disabled:hover,.btn-danger[disabled],.btn-danger[disabled].active,.btn-danger[disabled].focus,.btn-danger[disabled]:active,.btn-danger[disabled]:focus,.btn-danger[disabled]:hover,fieldset[disabled] .btn-danger,fieldset[disabled] .btn-danger.active,fieldset[disabled] .btn-danger.focus,fieldset[disabled] .btn-danger:active,fieldset[disabled] .btn-danger:focus,fieldset[disabled] .btn-danger:hover{background-color:#d9534f;border-color:#d43f3a}.btn-danger .badge{color:#d9534f;background-color:#fff}.btn-link{font-weight:400;color:#337ab7;border-radius:0}.btn-link,.btn-link.active,.btn-link:active,.btn-link[disabled],fieldset[disabled] .btn-link{background-color:transparent;-webkit-box-shadow:none;box-shadow:none}.btn-link,.btn-link:active,.btn-link:focus,.btn-link:hover{border-color:transparent}.btn-link:focus,.btn-link:hover{color:#23527c;text-decoration:underline;background-color:transparent}.btn-link[disabled]:focus,.btn-link[disabled]:hover,fieldset[disabled] .btn-link:focus,fieldset[disabled] .btn-link:hover{color:#777;text-decoration:none}.btn-group-lg>.btn,.btn-lg{padding:10px 16px;font-size:18px;line-height:1.3333333;border-radius:6px}.btn-group-sm>.btn,.btn-sm{padding:5px 10px;font-size:12px;line-height:1.5;border-radius:3px}.btn-group-xs>.btn,.btn-xs{padding:1px 5px;font-size:12px;line-height:1.5;border-radius:3px}.btn-block{display:block;width:100%}.btn-block+.btn-block{margin-top:5px}input[type=button].btn-block,input[type=reset].btn-block,input[type=submit].btn-block{width:100%}.fade{opacity:0;-webkit-transition:opacity .15s linear;-o-transition:opacity .15s linear;transition:opacity .15s linear}.fade.in{opacity:1}.collapse{display:none}.collapse.in{display:block}tr.collapse.in{display:table-row}tbody.collapse.in{display:table-row-group}.collapsing{position:relative;height:0;overflow:hidden;-webkit-transition-timing-function:ease;-o-transition-timing-function:ease;transition-timing-function:ease;-webkit-transition-duration:.35s;-o-transition-duration:.35s;transition-duration:.35s;-webkit-transition-property:height,visibility;-o-transition-property:height,visibility;transition-property:height,visibility}.caret{display:inline-block;width:0;height:0;margin-left:2px;vertical-align:middle;border-top:4px dashed;border-top:4px solid\9;border-right:4px solid transparent;border-left:4px solid transparent}.dropdown,.dropup{position:relative}.dropdown-toggle:focus{outline:0}.dropdown-menu{position:absolute;top:100%;left:0;z-index:1000;display:none;float:left;min-width:160px;padding:5px 0;margin:2px 0 0;font-size:14px;text-align:left;list-style:none;background-color:#fff;-webkit-background-clip:padding-box;background-clip:padding-box;border:1px solid #ccc;border:1px solid rgba(0,0,0,.15);border-radius:4px;-webkit-box-shadow:0 6px 12px rgba(0,0,0,.175);box-shadow:0 6px 12px rgba(0,0,0,.175)}.dropdown-menu.pull-right{right:0;left:auto}.dropdown-menu .divider{height:1px;margin:9px 0;overflow:hidden;background-color:#e5e5e5}.dropdown-menu>li>a{display:block;padding:3px 20px;clear:both;font-weight:400;line-height:1.42857143;color:#333;white-space:nowrap}.dropdown-menu>li>a:focus,.dropdown-menu>li>a:hover{color:#262626;text-decoration:none;background-color:#f5f5f5}.dropdown-menu>.active>a,.dropdown-menu>.active>a:focus,.dropdown-menu>.active>a:hover{color:#fff;text-decoration:none;background-color:#337ab7;outline:0}.dropdown-menu>.disabled>a,.dropdown-menu>.disabled>a:focus,.dropdown-menu>.disabled>a:hover{color:#777}.dropdown-menu>.disabled>a:focus,.dropdown-menu>.disabled>a:hover{text-decoration:none;cursor:not-allowed;background-color:transparent;background-image:none;filter:progid:DXImageTransform.Microsoft.gradient(enabled=false)}.open>.dropdown-menu{display:block}.open>a{outline:0}.dropdown-menu-right{right:0;left:auto}.dropdown-menu-left{right:auto;left:0}.dropdown-header{display:block;padding:3px 20px;font-size:12px;line-height:1.42857143;color:#777;white-space:nowrap}.dropdown-backdrop{position:fixed;top:0;right:0;bottom:0;left:0;z-index:990}.pull-right>.dropdown-menu{right:0;left:auto}.dropup .caret,.navbar-fixed-bottom .dropdown .caret{content:"";border-top:0;border-bottom:4px dashed;border-bottom:4px solid\9}.dropup .dropdown-menu,.navbar-fixed-bottom .dropdown .dropdown-menu{top:auto;bottom:100%;margin-bottom:2px}@media (min-width:768px){.navbar-right .dropdown-menu{right:0;left:auto}.navbar-right .dropdown-menu-left{right:auto;left:0}}.btn-group,.btn-group-vertical{position:relative;display:inline-block;vertical-align:middle}.btn-group-vertical>.btn,.btn-group>.btn{position:relative;float:left}.btn-group-vertical>.btn.active,.btn-group-vertical>.btn:active,.btn-group-vertical>.btn:focus,.btn-group-vertical>.btn:hover,.btn-group>.btn.active,.btn-group>.btn:active,.btn-group>.btn:focus,.btn-group>.btn:hover{z-index:2}.btn-group .btn+.btn,.btn-group .btn+.btn-group,.btn-group .btn-group+.btn,.btn-group .btn-group+.btn-group{margin-left:-1px}.btn-toolbar{margin-left:-5px}.btn-toolbar .btn,.btn-toolbar .btn-group,.btn-toolbar .input-group{float:left}.btn-toolbar>.btn,.btn-toolbar>.btn-group,.btn-toolbar>.input-group{margin-left:5px}.btn-group>.btn:not(:first-child):not(:last-child):not(.dropdown-toggle){border-radius:0}.btn-group>.btn:first-child{margin-left:0}.btn-group>.btn:first-child:not(:last-child):not(.dropdown-toggle){border-top-right-radius:0;border-bottom-right-radius:0}.btn-group>.btn:last-child:not(:first-child),.btn-group>.dropdown-toggle:not(:first-child){border-top-left-radius:0;border-bottom-left-radius:0}.btn-group>.btn-group{float:left}.btn-group>.btn-group:not(:first-child):not(:last-child)>.btn{border-radius:0}.btn-group>.btn-group:first-child:not(:last-child)>.btn:last-child,.btn-group>.btn-group:first-child:not(:last-child)>.dropdown-toggle{border-top-right-radius:0;border-bottom-right-radius:0}.btn-group>.btn-group:last-child:not(:first-child)>.btn:first-child{border-top-left-radius:0;border-bottom-left-radius:0}.btn-group .dropdown-toggle:active,.btn-group.open .dropdown-toggle{outline:0}.btn-group>.btn+.dropdown-toggle{padding-right:8px;padding-left:8px}.btn-group>.btn-lg+.dropdown-toggle{padding-right:12px;padding-left:12px}.btn-group.open .dropdown-toggle{-webkit-box-shadow:inset 0 3px 5px rgba(0,0,0,.125);box-shadow:inset 0 3px 5px rgba(0,0,0,.125)}.btn-group.open .dropdown-toggle.btn-link{-webkit-box-shadow:none;box-shadow:none}.btn .caret{margin-left:0}.btn-lg .caret{border-width:5px 5px 0;border-bottom-width:0}.dropup .btn-lg .caret{border-width:0 5px 5px}.btn-group-vertical>.btn,.btn-group-vertical>.btn-group,.btn-group-vertical>.btn-group>.btn{display:block;float:none;width:100%;max-width:100%}.btn-group-vertical>.btn-group>.btn{float:none}.btn-group-vertical>.btn+.btn,.btn-group-vertical>.btn+.btn-group,.btn-group-vertical>.btn-group+.btn,.btn-group-vertical>.btn-group+.btn-group{margin-top:-1px;margin-left:0}.btn-group-vertical>.btn:not(:first-child):not(:last-child){border-radius:0}.btn-group-vertical>.btn:first-child:not(:last-child){border-top-right-radius:4px;border-bottom-right-radius:0;border-bottom-left-radius:0}.btn-group-vertical>.btn:last-child:not(:first-child){border-top-left-radius:0;border-top-right-radius:0;border-bottom-left-radius:4px}.btn-group-vertical>.btn-group:not(:first-child):not(:last-child)>.btn{border-radius:0}.btn-group-vertical>.btn-group:first-child:not(:last-child)>.btn:last-child,.btn-group-vertical>.btn-group:first-child:not(:last-child)>.dropdown-toggle{border-bottom-right-radius:0;border-bottom-left-radius:0}.btn-group-vertical>.btn-group:last-child:not(:first-child)>.btn:first-child{border-top-left-radius:0;border-top-right-radius:0}.btn-group-justified{display:table;width:100%;table-layout:fixed;border-collapse:separate}.btn-group-justified>.btn,.btn-group-justified>.btn-group{display:table-cell;float:none;width:1%}.btn-group-justified>.btn-group .btn{width:100%}.btn-group-justified>.btn-group .dropdown-menu{left:auto}[data-toggle=buttons]>.btn input[type=checkbox],[data-toggle=buttons]>.btn input[type=radio],[data-toggle=buttons]>.btn-group>.btn input[type=checkbox],[data-toggle=buttons]>.btn-group>.btn input[type=radio]{position:absolute;clip:rect(0,0,0,0);pointer-events:none}.input-group{position:relative;display:table;border-collapse:separate}.input-group[class*=col-]{float:none;padding-right:0;padding-left:0}.input-group .form-control{position:relative;z-index:2;float:left;width:100%;margin-bottom:0}.input-group-lg>.form-control,.input-group-lg>.input-group-addon,.input-group-lg>.input-group-btn>.btn{height:46px;padding:10px 16px;font-size:18px;line-height:1.3333333;border-radius:6px}select.input-group-lg>.form-control,select.input-group-lg>.input-group-addon,select.input-group-lg>.input-group-btn>.btn{height:46px;line-height:46px}select[multiple].input-group-lg>.form-control,select[multiple].input-group-lg>.input-group-addon,select[multiple].input-group-lg>.input-group-btn>.btn,textarea.input-group-lg>.form-control,textarea.input-group-lg>.input-group-addon,textarea.input-group-lg>.input-group-btn>.btn{height:auto}.input-group-sm>.form-control,.input-group-sm>.input-group-addon,.input-group-sm>.input-group-btn>.btn{height:30px;padding:5px 10px;font-size:12px;line-height:1.5;border-radius:3px}select.input-group-sm>.form-control,select.input-group-sm>.input-group-addon,select.input-group-sm>.input-group-btn>.btn{height:30px;line-height:30px}select[multiple].input-group-sm>.form-control,select[multiple].input-group-sm>.input-group-addon,select[multiple].input-group-sm>.input-group-btn>.btn,textarea.input-group-sm>.form-control,textarea.input-group-sm>.input-group-addon,textarea.input-group-sm>.input-group-btn>.btn{height:auto}.input-group .form-control,.input-group-addon,.input-group-btn{display:table-cell}.input-group .form-control:not(:first-child):not(:last-child),.input-group-addon:not(:first-child):not(:last-child),.input-group-btn:not(:first-child):not(:last-child){border-radius:0}.input-group-addon,.input-group-btn{width:1%;white-space:nowrap;vertical-align:middle}.input-group-addon{padding:6px 12px;font-size:14px;font-weight:400;line-height:1;color:#555;text-align:center;background-color:#eee;border:1px solid #ccc;border-radius:4px}.input-group-addon.input-sm{padding:5px 10px;font-size:12px;border-radius:3px}.input-group-addon.input-lg{padding:10px 16px;font-size:18px;border-radius:6px}.input-group-addon input[type=checkbox],.input-group-addon input[type=radio]{margin-top:0}.input-group .form-control:first-child,.input-group-addon:first-child,.input-group-btn:first-child>.btn,.input-group-btn:first-child>.btn-group>.btn,.input-group-btn:first-child>.dropdown-toggle,.input-group-btn:last-child>.btn-group:not(:last-child)>.btn,.input-group-btn:last-child>.btn:not(:last-child):not(.dropdown-toggle){border-top-right-radius:0;border-bottom-right-radius:0}.input-group-addon:first-child{border-right:0}.input-group .form-control:last-child,.input-group-addon:last-child,.input-group-btn:first-child>.btn-group:not(:first-child)>.btn,.input-group-btn:first-child>.btn:not(:first-child),.input-group-btn:last-child>.btn,.input-group-btn:last-child>.btn-group>.btn,.input-group-btn:last-child>.dropdown-toggle{border-top-left-radius:0;border-bottom-left-radius:0}.input-group-addon:last-child{border-left:0}.input-group-btn{position:relative;font-size:0;white-space:nowrap}.input-group-btn>.btn{position:relative}.input-group-btn>.btn+.btn{margin-left:-1px}.input-group-btn>.btn:active,.input-group-btn>.btn:focus,.input-group-btn>.btn:hover{z-index:2}.input-group-btn:first-child>.btn,.input-group-btn:first-child>.btn-group{margin-right:-1px}.input-group-btn:last-child>.btn,.input-group-btn:last-child>.btn-group{z-index:2;margin-left:-1px}.nav{padding-left:0;margin-bottom:0;list-style:none}.nav>li{position:relative;display:block}.nav>li>a{position:relative;display:block;padding:10px 15px}.nav>li>a:focus,.nav>li>a:hover{text-decoration:none;background-color:#eee}.nav>li.disabled>a{color:#777}.nav>li.disabled>a:focus,.nav>li.disabled>a:hover{color:#777;text-decoration:none;cursor:not-allowed;background-color:transparent}.nav .open>a,.nav .open>a:focus,.nav .open>a:hover{background-color:#eee;border-color:#337ab7}.nav .nav-divider{height:1px;margin:9px 0;overflow:hidden;background-color:#e5e5e5}.nav>li>a>img{max-width:none}.nav-tabs{border-bottom:1px solid #ddd}.nav-tabs>li{float:left;margin-bottom:-1px}.nav-tabs>li>a{margin-right:2px;line-height:1.42857143;border:1px solid transparent;border-radius:4px 4px 0 0}.nav-tabs>li>a:hover{border-color:#eee #eee #ddd}.nav-tabs>li.active>a,.nav-tabs>li.active>a:focus,.nav-tabs>li.active>a:hover{color:#555;cursor:default;background-color:#fff;border:1px solid #ddd;border-bottom-color:transparent}.nav-tabs.nav-justified{width:100%;border-bottom:0}.nav-tabs.nav-justified>li{float:none}.nav-tabs.nav-justified>li>a{margin-bottom:5px;text-align:center}.nav-tabs.nav-justified>.dropdown .dropdown-menu{top:auto;left:auto}@media (min-width:768px){.nav-tabs.nav-justified>li{display:table-cell;width:1%}.nav-tabs.nav-justified>li>a{margin-bottom:0}}.nav-tabs.nav-justified>li>a{margin-right:0;border-radius:4px}.nav-tabs.nav-justified>.active>a,.nav-tabs.nav-justified>.active>a:focus,.nav-tabs.nav-justified>.active>a:hover{border:1px solid #ddd}@media (min-width:768px){.nav-tabs.nav-justified>li>a{border-bottom:1px solid #ddd;border-radius:4px 4px 0 0}.nav-tabs.nav-justified>.active>a,.nav-tabs.nav-justified>.active>a:focus,.nav-tabs.nav-justified>.active>a:hover{border-bottom-color:#fff}}.nav-pills>li{float:left}.nav-pills>li>a{border-radius:4px}.nav-pills>li+li{margin-left:2px}.nav-pills>li.active>a,.nav-pills>li.active>a:focus,.nav-pills>li.active>a:hover{color:#fff;background-color:#337ab7}.nav-stacked>li{float:none}.nav-stacked>li+li{margin-top:2px;margin-left:0}.nav-justified{width:100%}.nav-justified>li{float:none}.nav-justified>li>a{margin-bottom:5px;text-align:center}.nav-justified>.dropdown .dropdown-menu{top:auto;left:auto}@media (min-width:768px){.nav-justified>li{display:table-cell;width:1%}.nav-justified>li>a{margin-bottom:0}}.nav-tabs-justified{border-bottom:0}.nav-tabs-justified>li>a{margin-right:0;border-radius:4px}.nav-tabs-justified>.active>a,.nav-tabs-justified>.active>a:focus,.nav-tabs-justified>.active>a:hover{border:1px solid #ddd}@media (min-width:768px){.nav-tabs-justified>li>a{border-bottom:1px solid #ddd;border-radius:4px 4px 0 0}.nav-tabs-justified>.active>a,.nav-tabs-justified>.active>a:focus,.nav-tabs-justified>.active>a:hover{border-bottom-color:#fff}}.tab-content>.tab-pane{display:none}.tab-content>.active{display:block}.nav-tabs .dropdown-menu{margin-top:-1px;border-top-left-radius:0;border-top-right-radius:0}.navbar{position:relative;min-height:50px;margin-bottom:20px;border:1px solid transparent}@media (min-width:768px){.navbar{border-radius:4px}}@media (min-width:768px){.navbar-header{float:left}}.navbar-collapse{padding-right:15px;padding-left:15px;overflow-x:visible;-webkit-overflow-scrolling:touch;border-top:1px solid transparent;-webkit-box-shadow:inset 0 1px 0 rgba(255,255,255,.1);box-shadow:inset 0 1px 0 rgba(255,255,255,.1)}.navbar-collapse.in{overflow-y:auto}@media (min-width:768px){.navbar-collapse{width:auto;border-top:0;-webkit-box-shadow:none;box-shadow:none}.navbar-collapse.collapse{display:block!important;height:auto!important;padding-bottom:0;overflow:visible!important}.navbar-collapse.in{overflow-y:visible}.navbar-fixed-bottom .navbar-collapse,.navbar-fixed-top .navbar-collapse,.navbar-static-top .navbar-collapse{padding-right:0;padding-left:0}}.navbar-fixed-bottom .navbar-collapse,.navbar-fixed-top .navbar-collapse{max-height:340px}@media (max-device-width:480px) and (orientation:landscape){.navbar-fixed-bottom .navbar-collapse,.navbar-fixed-top .navbar-collapse{max-height:200px}}.container-fluid>.navbar-collapse,.container-fluid>.navbar-header,.container>.navbar-collapse,.container>.navbar-header{margin-right:-15px;margin-left:-15px}@media (min-width:768px){.container-fluid>.navbar-collapse,.container-fluid>.navbar-header,.container>.navbar-collapse,.container>.navbar-header{margin-right:0;margin-left:0}}.navbar-static-top{z-index:1000;border-width:0 0 1px}@media (min-width:768px){.navbar-static-top{border-radius:0}}.navbar-fixed-bottom,.navbar-fixed-top{position:fixed;right:0;left:0;z-index:1030}@media (min-width:768px){.navbar-fixed-bottom,.navbar-fixed-top{border-radius:0}}.navbar-fixed-top{top:0;border-width:0 0 1px}.navbar-fixed-bottom{bottom:0;margin-bottom:0;border-width:1px 0 0}.navbar-brand{float:left;height:50px;padding:15px 15px;font-size:18px;line-height:20px}.navbar-brand:focus,.navbar-brand:hover{text-decoration:none}.navbar-brand>img{display:block}@media (min-width:768px){.navbar>.container .navbar-brand,.navbar>.container-fluid .navbar-brand{margin-left:-15px}}.navbar-toggle{position:relative;float:right;padding:9px 10px;margin-top:8px;margin-right:15px;margin-bottom:8px;background-color:transparent;background-image:none;border:1px solid transparent;border-radius:4px}.navbar-toggle:focus{outline:0}.navbar-toggle .icon-bar{display:block;width:22px;height:2px;border-radius:1px}.navbar-toggle .icon-bar+.icon-bar{margin-top:4px}@media (min-width:768px){.navbar-toggle{display:none}}.navbar-nav{margin:7.5px -15px}.navbar-nav>li>a{padding-top:10px;padding-bottom:10px;line-height:20px}@media (max-width:767px){.navbar-nav .open .dropdown-menu{position:static;float:none;width:auto;margin-top:0;background-color:transparent;border:0;-webkit-box-shadow:none;box-shadow:none}.navbar-nav .open .dropdown-menu .dropdown-header,.navbar-nav .open .dropdown-menu>li>a{padding:5px 15px 5px 25px}.navbar-nav .open .dropdown-menu>li>a{line-height:20px}.navbar-nav .open .dropdown-menu>li>a:focus,.navbar-nav .open .dropdown-menu>li>a:hover{background-image:none}}@media (min-width:768px){.navbar-nav{float:left;margin:0}.navbar-nav>li{float:left}.navbar-nav>li>a{padding-top:15px;padding-bottom:15px}}.navbar-form{padding:10px 15px;margin-top:8px;margin-right:-15px;margin-bottom:8px;margin-left:-15px;border-top:1px solid transparent;border-bottom:1px solid transparent;-webkit-box-shadow:inset 0 1px 0 rgba(255,255,255,.1),0 1px 0 rgba(255,255,255,.1);box-shadow:inset 0 1px 0 rgba(255,255,255,.1),0 1px 0 rgba(255,255,255,.1)}@media (min-width:768px){.navbar-form .form-group{display:inline-block;margin-bottom:0;vertical-align:middle}.navbar-form .form-control{display:inline-block;width:auto;vertical-align:middle}.navbar-form .form-control-static{display:inline-block}.navbar-form .input-group{display:inline-table;vertical-align:middle}.navbar-form .input-group .form-control,.navbar-form .input-group .input-group-addon,.navbar-form .input-group .input-group-btn{width:auto}.navbar-form .input-group>.form-control{width:100%}.navbar-form .control-label{margin-bottom:0;vertical-align:middle}.navbar-form .checkbox,.navbar-form .radio{display:inline-block;margin-top:0;margin-bottom:0;vertical-align:middle}.navbar-form .checkbox label,.navbar-form .radio label{padding-left:0}.navbar-form .checkbox input[type=checkbox],.navbar-form .radio input[type=radio]{position:relative;margin-left:0}.navbar-form .has-feedback .form-control-feedback{top:0}}@media (max-width:767px){.navbar-form .form-group{margin-bottom:5px}.navbar-form .form-group:last-child{margin-bottom:0}}@media (min-width:768px){.navbar-form{width:auto;padding-top:0;padding-bottom:0;margin-right:0;margin-left:0;border:0;-webkit-box-shadow:none;box-shadow:none}}.navbar-nav>li>.dropdown-menu{margin-top:0;border-top-left-radius:0;border-top-right-radius:0}.navbar-fixed-bottom .navbar-nav>li>.dropdown-menu{margin-bottom:0;border-top-left-radius:4px;border-top-right-radius:4px;border-bottom-right-radius:0;border-bottom-left-radius:0}.navbar-btn{margin-top:8px;margin-bottom:8px}.navbar-btn.btn-sm{margin-top:10px;margin-bottom:10px}.navbar-btn.btn-xs{margin-top:14px;margin-bottom:14px}.navbar-text{margin-top:15px;margin-bottom:15px}@media (min-width:768px){.navbar-text{float:left;margin-right:15px;margin-left:15px}}@media (min-width:768px){.navbar-left{float:left!important}.navbar-right{float:right!important;margin-right:-15px}.navbar-right~.navbar-right{margin-right:0}}.navbar-default{background-color:#f8f8f8;border-color:#e7e7e7}.navbar-default .navbar-brand{color:#777}.navbar-default .navbar-brand:focus,.navbar-default .navbar-brand:hover{color:#5e5e5e;background-color:transparent}.navbar-default .navbar-text{color:#777}.navbar-default .navbar-nav>li>a{color:#777}.navbar-default .navbar-nav>li>a:focus,.navbar-default .navbar-nav>li>a:hover{color:#333;background-color:transparent}.navbar-default .navbar-nav>.active>a,.navbar-default .navbar-nav>.active>a:focus,.navbar-default .navbar-nav>.active>a:hover{color:#555;background-color:#e7e7e7}.navbar-default .navbar-nav>.disabled>a,.navbar-default .navbar-nav>.disabled>a:focus,.navbar-default .navbar-nav>.disabled>a:hover{color:#ccc;background-color:transparent}.navbar-default .navbar-toggle{border-color:#ddd}.navbar-default .navbar-toggle:focus,.navbar-default .navbar-toggle:hover{background-color:#ddd}.navbar-default .navbar-toggle .icon-bar{background-color:#888}.navbar-default .navbar-collapse,.navbar-default .navbar-form{border-color:#e7e7e7}.navbar-default .navbar-nav>.open>a,.navbar-default .navbar-nav>.open>a:focus,.navbar-default .navbar-nav>.open>a:hover{color:#555;background-color:#e7e7e7}@media (max-width:767px){.navbar-default .navbar-nav .open .dropdown-menu>li>a{color:#777}.navbar-default .navbar-nav .open .dropdown-menu>li>a:focus,.navbar-default .navbar-nav .open .dropdown-menu>li>a:hover{color:#333;background-color:transparent}.navbar-default .navbar-nav .open .dropdown-menu>.active>a,.navbar-default .navbar-nav .open .dropdown-menu>.active>a:focus,.navbar-default .navbar-nav .open .dropdown-menu>.active>a:hover{color:#555;background-color:#e7e7e7}.navbar-default .navbar-nav .open .dropdown-menu>.disabled>a,.navbar-default .navbar-nav .open .dropdown-menu>.disabled>a:focus,.navbar-default .navbar-nav .open .dropdown-menu>.disabled>a:hover{color:#ccc;background-color:transparent}}.navbar-default .navbar-link{color:#777}.navbar-default .navbar-link:hover{color:#333}.navbar-default .btn-link{color:#777}.navbar-default .btn-link:focus,.navbar-default .btn-link:hover{color:#333}.navbar-default .btn-link[disabled]:focus,.navbar-default .btn-link[disabled]:hover,fieldset[disabled] .navbar-default .btn-link:focus,fieldset[disabled] .navbar-default .btn-link:hover{color:#ccc}.navbar-inverse{background-color:#222;border-color:#080808}.navbar-inverse .navbar-brand{color:#9d9d9d}.navbar-inverse .navbar-brand:focus,.navbar-inverse .navbar-brand:hover{color:#fff;background-color:transparent}.navbar-inverse .navbar-text{color:#9d9d9d}.navbar-inverse .navbar-nav>li>a{color:#9d9d9d}.navbar-inverse .navbar-nav>li>a:focus,.navbar-inverse .navbar-nav>li>a:hover{color:#fff;background-color:transparent}.navbar-inverse .navbar-nav>.active>a,.navbar-inverse .navbar-nav>.active>a:focus,.navbar-inverse .navbar-nav>.active>a:hover{color:#fff;background-color:#080808}.navbar-inverse .navbar-nav>.disabled>a,.navbar-inverse .navbar-nav>.disabled>a:focus,.navbar-inverse .navbar-nav>.disabled>a:hover{color:#444;background-color:transparent}.navbar-inverse .navbar-toggle{border-color:#333}.navbar-inverse .navbar-toggle:focus,.navbar-inverse .navbar-toggle:hover{background-color:#333}.navbar-inverse .navbar-toggle .icon-bar{background-color:#fff}.navbar-inverse .navbar-collapse,.navbar-inverse .navbar-form{border-color:#101010}.navbar-inverse .navbar-nav>.open>a,.navbar-inverse .navbar-nav>.open>a:focus,.navbar-inverse .navbar-nav>.open>a:hover{color:#fff;background-color:#080808}@media (max-width:767px){.navbar-inverse .navbar-nav .open .dropdown-menu>.dropdown-header{border-color:#080808}.navbar-inverse .navbar-nav .open .dropdown-menu .divider{background-color:#080808}.navbar-inverse .navbar-nav .open .dropdown-menu>li>a{color:#9d9d9d}.navbar-inverse .navbar-nav .open .dropdown-menu>li>a:focus,.navbar-inverse .navbar-nav .open .dropdown-menu>li>a:hover{color:#fff;background-color:transparent}.navbar-inverse .navbar-nav .open .dropdown-menu>.active>a,.navbar-inverse .navbar-nav .open .dropdown-menu>.active>a:focus,.navbar-inverse .navbar-nav .open .dropdown-menu>.active>a:hover{color:#fff;background-color:#080808}.navbar-inverse .navbar-nav .open .dropdown-menu>.disabled>a,.navbar-inverse .navbar-nav .open .dropdown-menu>.disabled>a:focus,.navbar-inverse .navbar-nav .open .dropdown-menu>.disabled>a:hover{color:#444;background-color:transparent}}.navbar-inverse .navbar-link{color:#9d9d9d}.navbar-inverse .navbar-link:hover{color:#fff}.navbar-inverse .btn-link{color:#9d9d9d}.navbar-inverse .btn-link:focus,.navbar-inverse .btn-link:hover{color:#fff}.navbar-inverse .btn-link[disabled]:focus,.navbar-inverse .btn-link[disabled]:hover,fieldset[disabled] .navbar-inverse .btn-link:focus,fieldset[disabled] .navbar-inverse .btn-link:hover{color:#444}.breadcrumb{padding:8px 15px;margin-bottom:20px;list-style:none;background-color:#f5f5f5;border-radius:4px}.breadcrumb>li{display:inline-block}.breadcrumb>li+li:before{padding:0 5px;color:#ccc;content:"/\00a0"}.breadcrumb>.active{color:#777}.pagination{display:inline-block;padding-left:0;margin:20px 0;border-radius:4px}.pagination>li{display:inline}.pagination>li>a,.pagination>li>span{position:relative;float:left;padding:6px 12px;margin-left:-1px;line-height:1.42857143;color:#337ab7;text-decoration:none;background-color:#fff;border:1px solid #ddd}.pagination>li:first-child>a,.pagination>li:first-child>span{margin-left:0;border-top-left-radius:4px;border-bottom-left-radius:4px}.pagination>li:last-child>a,.pagination>li:last-child>span{border-top-right-radius:4px;border-bottom-right-radius:4px}.pagination>li>a:focus,.pagination>li>a:hover,.pagination>li>span:focus,.pagination>li>span:hover{z-index:3;color:#23527c;background-color:#eee;border-color:#ddd}.pagination>.active>a,.pagination>.active>a:focus,.pagination>.active>a:hover,.pagination>.active>span,.pagination>.active>span:focus,.pagination>.active>span:hover{z-index:2;color:#fff;cursor:default;background-color:#337ab7;border-color:#337ab7}.pagination>.disabled>a,.pagination>.disabled>a:focus,.pagination>.disabled>a:hover,.pagination>.disabled>span,.pagination>.disabled>span:focus,.pagination>.disabled>span:hover{color:#777;cursor:not-allowed;background-color:#fff;border-color:#ddd}.pagination-lg>li>a,.pagination-lg>li>span{padding:10px 16px;font-size:18px;line-height:1.3333333}.pagination-lg>li:first-child>a,.pagination-lg>li:first-child>span{border-top-left-radius:6px;border-bottom-left-radius:6px}.pagination-lg>li:last-child>a,.pagination-lg>li:last-child>span{border-top-right-radius:6px;border-bottom-right-radius:6px}.pagination-sm>li>a,.pagination-sm>li>span{padding:5px 10px;font-size:12px;line-height:1.5}.pagination-sm>li:first-child>a,.pagination-sm>li:first-child>span{border-top-left-radius:3px;border-bottom-left-radius:3px}.pagination-sm>li:last-child>a,.pagination-sm>li:last-child>span{border-top-right-radius:3px;border-bottom-right-radius:3px}.pager{padding-left:0;margin:20px 0;text-align:center;list-style:none}.pager li{display:inline}.pager li>a,.pager li>span{display:inline-block;padding:5px 14px;background-color:#fff;border:1px solid #ddd;border-radius:15px}.pager li>a:focus,.pager li>a:hover{text-decoration:none;background-color:#eee}.pager .next>a,.pager .next>span{float:right}.pager .previous>a,.pager .previous>span{float:left}.pager .disabled>a,.pager .disabled>a:focus,.pager .disabled>a:hover,.pager .disabled>span{color:#777;cursor:not-allowed;background-color:#fff}.label{display:inline;padding:.2em .6em .3em;font-size:75%;font-weight:700;line-height:1;color:#fff;text-align:center;white-space:nowrap;vertical-align:baseline;border-radius:.25em}a.label:focus,a.label:hover{color:#fff;text-decoration:none;cursor:pointer}.label:empty{display:none}.btn .label{position:relative;top:-1px}.label-default{background-color:#777}.label-default[href]:focus,.label-default[href]:hover{background-color:#5e5e5e}.label-primary{background-color:#337ab7}.label-primary[href]:focus,.label-primary[href]:hover{background-color:#286090}.label-success{background-color:#5cb85c}.label-success[href]:focus,.label-success[href]:hover{background-color:#449d44}.label-info{background-color:#5bc0de}.label-info[href]:focus,.label-info[href]:hover{background-color:#31b0d5}.label-warning{background-color:#f0ad4e}.label-warning[href]:focus,.label-warning[href]:hover{background-color:#ec971f}.label-danger{background-color:#d9534f}.label-danger[href]:focus,.label-danger[href]:hover{background-color:#c9302c}.badge{display:inline-block;min-width:10px;padding:3px 7px;font-size:12px;font-weight:700;line-height:1;color:#fff;text-align:center;white-space:nowrap;vertical-align:middle;background-color:#777;border-radius:10px}.badge:empty{display:none}.btn .badge{position:relative;top:-1px}.btn-group-xs>.btn .badge,.btn-xs .badge{top:0;padding:1px 5px}a.badge:focus,a.badge:hover{color:#fff;text-decoration:none;cursor:pointer}.list-group-item.active>.badge,.nav-pills>.active>a>.badge{color:#337ab7;background-color:#fff}.list-group-item>.badge{float:right}.list-group-item>.badge+.badge{margin-right:5px}.nav-pills>li>a>.badge{margin-left:3px}.jumbotron{padding-top:30px;padding-bottom:30px;margin-bottom:30px;color:inherit;background-color:#eee}.jumbotron .h1,.jumbotron h1{color:inherit}.jumbotron p{margin-bottom:15px;font-size:21px;font-weight:200}.jumbotron>hr{border-top-color:#d5d5d5}.container .jumbotron,.container-fluid .jumbotron{border-radius:6px}.jumbotron .container{max-width:100%}@media screen and (min-width:768px){.jumbotron{padding-top:48px;padding-bottom:48px}.container .jumbotron,.container-fluid .jumbotron{padding-right:60px;padding-left:60px}.jumbotron .h1,.jumbotron h1{font-size:63px}}.thumbnail{display:block;padding:4px;margin-bottom:20px;line-height:1.42857143;background-color:#fff;border:1px solid #ddd;border-radius:4px;-webkit-transition:border .2s ease-in-out;-o-transition:border .2s ease-in-out;transition:border .2s ease-in-out}.thumbnail a>img,.thumbnail>img{margin-right:auto;margin-left:auto}a.thumbnail.active,a.thumbnail:focus,a.thumbnail:hover{border-color:#337ab7}.thumbnail .caption{padding:9px;color:#333}.alert{padding:15px;margin-bottom:20px;border:1px solid transparent;border-radius:4px}.alert h4{margin-top:0;color:inherit}.alert .alert-link{font-weight:700}.alert>p,.alert>ul{margin-bottom:0}.alert>p+p{margin-top:5px}.alert-dismissable,.alert-dismissible{padding-right:35px}.alert-dismissable .close,.alert-dismissible .close{position:relative;top:-2px;right:-21px;color:inherit}.alert-success{color:#3c763d;background-color:#dff0d8;border-color:#d6e9c6}.alert-success hr{border-top-color:#c9e2b3}.alert-success .alert-link{color:#2b542c}.alert-info{color:#31708f;background-color:#d9edf7;border-color:#bce8f1}.alert-info hr{border-top-color:#a6e1ec}.alert-info .alert-link{color:#245269}.alert-warning{color:#8a6d3b;background-color:#fcf8e3;border-color:#faebcc}.alert-warning hr{border-top-color:#f7e1b5}.alert-warning .alert-link{color:#66512c}.alert-danger{color:#a94442;background-color:#f2dede;border-color:#ebccd1}.alert-danger hr{border-top-color:#e4b9c0}.alert-danger .alert-link{color:#843534}@-webkit-keyframes progress-bar-stripes{from{background-position:40px 0}to{background-position:0 0}}@-o-keyframes progress-bar-stripes{from{background-position:40px 0}to{background-position:0 0}}@keyframes progress-bar-stripes{from{background-position:40px 0}to{background-position:0 0}}.progress{height:20px;margin-bottom:20px;overflow:hidden;background-color:#f5f5f5;border-radius:4px;-webkit-box-shadow:inset 0 1px 2px rgba(0,0,0,.1);box-shadow:inset 0 1px 2px rgba(0,0,0,.1)}.progress-bar{float:left;width:0;height:100%;font-size:12px;line-height:20px;color:#fff;text-align:center;background-color:#337ab7;-webkit-box-shadow:inset 0 -1px 0 rgba(0,0,0,.15);box-shadow:inset 0 -1px 0 rgba(0,0,0,.15);-webkit-transition:width .6s ease;-o-transition:width .6s ease;transition:width .6s ease}.progress-bar-striped,.progress-striped .progress-bar{background-image:-webkit-linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);background-image:-o-linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);background-image:linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);-webkit-background-size:40px 40px;background-size:40px 40px}.progress-bar.active,.progress.active .progress-bar{-webkit-animation:progress-bar-stripes 2s linear infinite;-o-animation:progress-bar-stripes 2s linear infinite;animation:progress-bar-stripes 2s linear infinite}.progress-bar-success{background-color:#5cb85c}.progress-striped .progress-bar-success{background-image:-webkit-linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);background-image:-o-linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);background-image:linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent)}.progress-bar-info{background-color:#5bc0de}.progress-striped .progress-bar-info{background-image:-webkit-linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);background-image:-o-linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);background-image:linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent)}.progress-bar-warning{background-color:#f0ad4e}.progress-striped .progress-bar-warning{background-image:-webkit-linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);background-image:-o-linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);background-image:linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent)}.progress-bar-danger{background-color:#d9534f}.progress-striped .progress-bar-danger{background-image:-webkit-linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);background-image:-o-linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent);background-image:linear-gradient(45deg,rgba(255,255,255,.15) 25%,transparent 25%,transparent 50%,rgba(255,255,255,.15) 50%,rgba(255,255,255,.15) 75%,transparent 75%,transparent)}.media{margin-top:15px}.media:first-child{margin-top:0}.media,.media-body{overflow:hidden;zoom:1}.media-body{width:10000px}.media-object{display:block}.media-object.img-thumbnail{max-width:none}.media-right,.media>.pull-right{padding-left:10px}.media-left,.media>.pull-left{padding-right:10px}.media-body,.media-left,.media-right{display:table-cell;vertical-align:top}.media-middle{vertical-align:middle}.media-bottom{vertical-align:bottom}.media-heading{margin-top:0;margin-bottom:5px}.media-list{padding-left:0;list-style:none}.list-group{padding-left:0;margin-bottom:20px}.list-group-item{position:relative;display:block;padding:10px 15px;margin-bottom:-1px;background-color:#fff;border:1px solid #ddd}.list-group-item:first-child{border-top-left-radius:4px;border-top-right-radius:4px}.list-group-item:last-child{margin-bottom:0;border-bottom-right-radius:4px;border-bottom-left-radius:4px}a.list-group-item,button.list-group-item{color:#555}a.list-group-item .list-group-item-heading,button.list-group-item .list-group-item-heading{color:#333}a.list-group-item:focus,a.list-group-item:hover,button.list-group-item:focus,button.list-group-item:hover{color:#555;text-decoration:none;background-color:#f5f5f5}button.list-group-item{width:100%;text-align:left}.list-group-item.disabled,.list-group-item.disabled:focus,.list-group-item.disabled:hover{color:#777;cursor:not-allowed;background-color:#eee}.list-group-item.disabled .list-group-item-heading,.list-group-item.disabled:focus .list-group-item-heading,.list-group-item.disabled:hover .list-group-item-heading{color:inherit}.list-group-item.disabled .list-group-item-text,.list-group-item.disabled:focus .list-group-item-text,.list-group-item.disabled:hover .list-group-item-text{color:#777}.list-group-item.active,.list-group-item.active:focus,.list-group-item.active:hover{z-index:2;color:#fff;background-color:#337ab7;border-color:#337ab7}.list-group-item.active .list-group-item-heading,.list-group-item.active .list-group-item-heading>.small,.list-group-item.active .list-group-item-heading>small,.list-group-item.active:focus .list-group-item-heading,.list-group-item.active:focus .list-group-item-heading>.small,.list-group-item.active:focus .list-group-item-heading>small,.list-group-item.active:hover .list-group-item-heading,.list-group-item.active:hover .list-group-item-heading>.small,.list-group-item.active:hover .list-group-item-heading>small{color:inherit}.list-group-item.active .list-group-item-text,.list-group-item.active:focus .list-group-item-text,.list-group-item.active:hover .list-group-item-text{color:#c7ddef}.list-group-item-success{color:#3c763d;background-color:#dff0d8}a.list-group-item-success,button.list-group-item-success{color:#3c763d}a.list-group-item-success .list-group-item-heading,button.list-group-item-success .list-group-item-heading{color:inherit}a.list-group-item-success:focus,a.list-group-item-success:hover,button.list-group-item-success:focus,button.list-group-item-success:hover{color:#3c763d;background-color:#d0e9c6}a.list-group-item-success.active,a.list-group-item-success.active:focus,a.list-group-item-success.active:hover,button.list-group-item-success.active,button.list-group-item-success.active:focus,button.list-group-item-success.active:hover{color:#fff;background-color:#3c763d;border-color:#3c763d}.list-group-item-info{color:#31708f;background-color:#d9edf7}a.list-group-item-info,button.list-group-item-info{color:#31708f}a.list-group-item-info .list-group-item-heading,button.list-group-item-info .list-group-item-heading{color:inherit}a.list-group-item-info:focus,a.list-group-item-info:hover,button.list-group-item-info:focus,button.list-group-item-info:hover{color:#31708f;background-color:#c4e3f3}a.list-group-item-info.active,a.list-group-item-info.active:focus,a.list-group-item-info.active:hover,button.list-group-item-info.active,button.list-group-item-info.active:focus,button.list-group-item-info.active:hover{color:#fff;background-color:#31708f;border-color:#31708f}.list-group-item-warning{color:#8a6d3b;background-color:#fcf8e3}a.list-group-item-warning,button.list-group-item-warning{color:#8a6d3b}a.list-group-item-warning .list-group-item-heading,button.list-group-item-warning .list-group-item-heading{color:inherit}a.list-group-item-warning:focus,a.list-group-item-warning:hover,button.list-group-item-warning:focus,button.list-group-item-warning:hover{color:#8a6d3b;background-color:#faf2cc}a.list-group-item-warning.active,a.list-group-item-warning.active:focus,a.list-group-item-warning.active:hover,button.list-group-item-warning.active,button.list-group-item-warning.active:focus,button.list-group-item-warning.active:hover{color:#fff;background-color:#8a6d3b;border-color:#8a6d3b}.list-group-item-danger{color:#a94442;background-color:#f2dede}a.list-group-item-danger,button.list-group-item-danger{color:#a94442}a.list-group-item-danger .list-group-item-heading,button.list-group-item-danger .list-group-item-heading{color:inherit}a.list-group-item-danger:focus,a.list-group-item-danger:hover,button.list-group-item-danger:focus,button.list-group-item-danger:hover{color:#a94442;background-color:#ebcccc}a.list-group-item-danger.active,a.list-group-item-danger.active:focus,a.list-group-item-danger.active:hover,button.list-group-item-danger.active,button.list-group-item-danger.active:focus,button.list-group-item-danger.active:hover{color:#fff;background-color:#a94442;border-color:#a94442}.list-group-item-heading{margin-top:0;margin-bottom:5px}.list-group-item-text{margin-bottom:0;line-height:1.3}.panel{margin-bottom:20px;background-color:#fff;border:1px solid transparent;border-radius:4px;-webkit-box-shadow:0 1px 1px rgba(0,0,0,.05);box-shadow:0 1px 1px rgba(0,0,0,.05)}.panel-body{padding:15px}.panel-heading{padding:10px 15px;border-bottom:1px solid transparent;border-top-left-radius:3px;border-top-right-radius:3px}.panel-heading>.dropdown .dropdown-toggle{color:inherit}.panel-title{margin-top:0;margin-bottom:0;font-size:16px;color:inherit}.panel-title>.small,.panel-title>.small>a,.panel-title>a,.panel-title>small,.panel-title>small>a{color:inherit}.panel-footer{padding:10px 15px;background-color:#f5f5f5;border-top:1px solid #ddd;border-bottom-right-radius:3px;border-bottom-left-radius:3px}.panel>.list-group,.panel>.panel-collapse>.list-group{margin-bottom:0}.panel>.list-group .list-group-item,.panel>.panel-collapse>.list-group .list-group-item{border-width:1px 0;border-radius:0}.panel>.list-group:first-child .list-group-item:first-child,.panel>.panel-collapse>.list-group:first-child .list-group-item:first-child{border-top:0;border-top-left-radius:3px;border-top-right-radius:3px}.panel>.list-group:last-child .list-group-item:last-child,.panel>.panel-collapse>.list-group:last-child .list-group-item:last-child{border-bottom:0;border-bottom-right-radius:3px;border-bottom-left-radius:3px}.panel>.panel-heading+.panel-collapse>.list-group .list-group-item:first-child{border-top-left-radius:0;border-top-right-radius:0}.panel-heading+.list-group .list-group-item:first-child{border-top-width:0}.list-group+.panel-footer{border-top-width:0}.panel>.panel-collapse>.table,.panel>.table,.panel>.table-responsive>.table{margin-bottom:0}.panel>.panel-collapse>.table caption,.panel>.table caption,.panel>.table-responsive>.table caption{padding-right:15px;padding-left:15px}.panel>.table-responsive:first-child>.table:first-child,.panel>.table:first-child{border-top-left-radius:3px;border-top-right-radius:3px}.panel>.table-responsive:first-child>.table:first-child>tbody:first-child>tr:first-child,.panel>.table-responsive:first-child>.table:first-child>thead:first-child>tr:first-child,.panel>.table:first-child>tbody:first-child>tr:first-child,.panel>.table:first-child>thead:first-child>tr:first-child{border-top-left-radius:3px;border-top-right-radius:3px}.panel>.table-responsive:first-child>.table:first-child>tbody:first-child>tr:first-child td:first-child,.panel>.table-responsive:first-child>.table:first-child>tbody:first-child>tr:first-child th:first-child,.panel>.table-responsive:first-child>.table:first-child>thead:first-child>tr:first-child td:first-child,.panel>.table-responsive:first-child>.table:first-child>thead:first-child>tr:first-child th:first-child,.panel>.table:first-child>tbody:first-child>tr:first-child td:first-child,.panel>.table:first-child>tbody:first-child>tr:first-child th:first-child,.panel>.table:first-child>thead:first-child>tr:first-child td:first-child,.panel>.table:first-child>thead:first-child>tr:first-child th:first-child{border-top-left-radius:3px}.panel>.table-responsive:first-child>.table:first-child>tbody:first-child>tr:first-child td:last-child,.panel>.table-responsive:first-child>.table:first-child>tbody:first-child>tr:first-child th:last-child,.panel>.table-responsive:first-child>.table:first-child>thead:first-child>tr:first-child td:last-child,.panel>.table-responsive:first-child>.table:first-child>thead:first-child>tr:first-child th:last-child,.panel>.table:first-child>tbody:first-child>tr:first-child td:last-child,.panel>.table:first-child>tbody:first-child>tr:first-child th:last-child,.panel>.table:first-child>thead:first-child>tr:first-child td:last-child,.panel>.table:first-child>thead:first-child>tr:first-child th:last-child{border-top-right-radius:3px}.panel>.table-responsive:last-child>.table:last-child,.panel>.table:last-child{border-bottom-right-radius:3px;border-bottom-left-radius:3px}.panel>.table-responsive:last-child>.table:last-child>tbody:last-child>tr:last-child,.panel>.table-responsive:last-child>.table:last-child>tfoot:last-child>tr:last-child,.panel>.table:last-child>tbody:last-child>tr:last-child,.panel>.table:last-child>tfoot:last-child>tr:last-child{border-bottom-right-radius:3px;border-bottom-left-radius:3px}.panel>.table-responsive:last-child>.table:last-child>tbody:last-child>tr:last-child td:first-child,.panel>.table-responsive:last-child>.table:last-child>tbody:last-child>tr:last-child th:first-child,.panel>.table-responsive:last-child>.table:last-child>tfoot:last-child>tr:last-child td:first-child,.panel>.table-responsive:last-child>.table:last-child>tfoot:last-child>tr:last-child th:first-child,.panel>.table:last-child>tbody:last-child>tr:last-child td:first-child,.panel>.table:last-child>tbody:last-child>tr:last-child th:first-child,.panel>.table:last-child>tfoot:last-child>tr:last-child td:first-child,.panel>.table:last-child>tfoot:last-child>tr:last-child th:first-child{border-bottom-left-radius:3px}.panel>.table-responsive:last-child>.table:last-child>tbody:last-child>tr:last-child td:last-child,.panel>.table-responsive:last-child>.table:last-child>tbody:last-child>tr:last-child th:last-child,.panel>.table-responsive:last-child>.table:last-child>tfoot:last-child>tr:last-child td:last-child,.panel>.table-responsive:last-child>.table:last-child>tfoot:last-child>tr:last-child th:last-child,.panel>.table:last-child>tbody:last-child>tr:last-child td:last-child,.panel>.table:last-child>tbody:last-child>tr:last-child th:last-child,.panel>.table:last-child>tfoot:last-child>tr:last-child td:last-child,.panel>.table:last-child>tfoot:last-child>tr:last-child th:last-child{border-bottom-right-radius:3px}.panel>.panel-body+.table,.panel>.panel-body+.table-responsive,.panel>.table+.panel-body,.panel>.table-responsive+.panel-body{border-top:1px solid #ddd}.panel>.table>tbody:first-child>tr:first-child td,.panel>.table>tbody:first-child>tr:first-child th{border-top:0}.panel>.table-bordered,.panel>.table-responsive>.table-bordered{border:0}.panel>.table-bordered>tbody>tr>td:first-child,.panel>.table-bordered>tbody>tr>th:first-child,.panel>.table-bordered>tfoot>tr>td:first-child,.panel>.table-bordered>tfoot>tr>th:first-child,.panel>.table-bordered>thead>tr>td:first-child,.panel>.table-bordered>thead>tr>th:first-child,.panel>.table-responsive>.table-bordered>tbody>tr>td:first-child,.panel>.table-responsive>.table-bordered>tbody>tr>th:first-child,.panel>.table-responsive>.table-bordered>tfoot>tr>td:first-child,.panel>.table-responsive>.table-bordered>tfoot>tr>th:first-child,.panel>.table-responsive>.table-bordered>thead>tr>td:first-child,.panel>.table-responsive>.table-bordered>thead>tr>th:first-child{border-left:0}.panel>.table-bordered>tbody>tr>td:last-child,.panel>.table-bordered>tbody>tr>th:last-child,.panel>.table-bordered>tfoot>tr>td:last-child,.panel>.table-bordered>tfoot>tr>th:last-child,.panel>.table-bordered>thead>tr>td:last-child,.panel>.table-bordered>thead>tr>th:last-child,.panel>.table-responsive>.table-bordered>tbody>tr>td:last-child,.panel>.table-responsive>.table-bordered>tbody>tr>th:last-child,.panel>.table-responsive>.table-bordered>tfoot>tr>td:last-child,.panel>.table-responsive>.table-bordered>tfoot>tr>th:last-child,.panel>.table-responsive>.table-bordered>thead>tr>td:last-child,.panel>.table-responsive>.table-bordered>thead>tr>th:last-child{border-right:0}.panel>.table-bordered>tbody>tr:first-child>td,.panel>.table-bordered>tbody>tr:first-child>th,.panel>.table-bordered>thead>tr:first-child>td,.panel>.table-bordered>thead>tr:first-child>th,.panel>.table-responsive>.table-bordered>tbody>tr:first-child>td,.panel>.table-responsive>.table-bordered>tbody>tr:first-child>th,.panel>.table-responsive>.table-bordered>thead>tr:first-child>td,.panel>.table-responsive>.table-bordered>thead>tr:first-child>th{border-bottom:0}.panel>.table-bordered>tbody>tr:last-child>td,.panel>.table-bordered>tbody>tr:last-child>th,.panel>.table-bordered>tfoot>tr:last-child>td,.panel>.table-bordered>tfoot>tr:last-child>th,.panel>.table-responsive>.table-bordered>tbody>tr:last-child>td,.panel>.table-responsive>.table-bordered>tbody>tr:last-child>th,.panel>.table-responsive>.table-bordered>tfoot>tr:last-child>td,.panel>.table-responsive>.table-bordered>tfoot>tr:last-child>th{border-bottom:0}.panel>.table-responsive{margin-bottom:0;border:0}.panel-group{margin-bottom:20px}.panel-group .panel{margin-bottom:0;border-radius:4px}.panel-group .panel+.panel{margin-top:5px}.panel-group .panel-heading{border-bottom:0}.panel-group .panel-heading+.panel-collapse>.list-group,.panel-group .panel-heading+.panel-collapse>.panel-body{border-top:1px solid #ddd}.panel-group .panel-footer{border-top:0}.panel-group .panel-footer+.panel-collapse .panel-body{border-bottom:1px solid #ddd}.panel-default{border-color:#ddd}.panel-default>.panel-heading{color:#333;background-color:#f5f5f5;border-color:#ddd}.panel-default>.panel-heading+.panel-collapse>.panel-body{border-top-color:#ddd}.panel-default>.panel-heading .badge{color:#f5f5f5;background-color:#333}.panel-default>.panel-footer+.panel-collapse>.panel-body{border-bottom-color:#ddd}.panel-primary{border-color:#337ab7}.panel-primary>.panel-heading{color:#fff;background-color:#337ab7;border-color:#337ab7}.panel-primary>.panel-heading+.panel-collapse>.panel-body{border-top-color:#337ab7}.panel-primary>.panel-heading .badge{color:#337ab7;background-color:#fff}.panel-primary>.panel-footer+.panel-collapse>.panel-body{border-bottom-color:#337ab7}.panel-success{border-color:#d6e9c6}.panel-success>.panel-heading{color:#3c763d;background-color:#dff0d8;border-color:#d6e9c6}.panel-success>.panel-heading+.panel-collapse>.panel-body{border-top-color:#d6e9c6}.panel-success>.panel-heading .badge{color:#dff0d8;background-color:#3c763d}.panel-success>.panel-footer+.panel-collapse>.panel-body{border-bottom-color:#d6e9c6}.panel-info{border-color:#bce8f1}.panel-info>.panel-heading{color:#31708f;background-color:#d9edf7;border-color:#bce8f1}.panel-info>.panel-heading+.panel-collapse>.panel-body{border-top-color:#bce8f1}.panel-info>.panel-heading .badge{color:#d9edf7;background-color:#31708f}.panel-info>.panel-footer+.panel-collapse>.panel-body{border-bottom-color:#bce8f1}.panel-warning{border-color:#faebcc}.panel-warning>.panel-heading{color:#8a6d3b;background-color:#fcf8e3;border-color:#faebcc}.panel-warning>.panel-heading+.panel-collapse>.panel-body{border-top-color:#faebcc}.panel-warning>.panel-heading .badge{color:#fcf8e3;background-color:#8a6d3b}.panel-warning>.panel-footer+.panel-collapse>.panel-body{border-bottom-color:#faebcc}.panel-danger{border-color:#ebccd1}.panel-danger>.panel-heading{color:#a94442;background-color:#f2dede;border-color:#ebccd1}.panel-danger>.panel-heading+.panel-collapse>.panel-body{border-top-color:#ebccd1}.panel-danger>.panel-heading .badge{color:#f2dede;background-color:#a94442}.panel-danger>.panel-footer+.panel-collapse>.panel-body{border-bottom-color:#ebccd1}.embed-responsive{position:relative;display:block;height:0;padding:0;overflow:hidden}.embed-responsive .embed-responsive-item,.embed-responsive embed,.embed-responsive iframe,.embed-responsive object,.embed-responsive video{position:absolute;top:0;bottom:0;left:0;width:100%;height:100%;border:0}.embed-responsive-16by9{padding-bottom:56.25%}.embed-responsive-4by3{padding-bottom:75%}.well{min-height:20px;padding:19px;margin-bottom:20px;background-color:#f5f5f5;border:1px solid #e3e3e3;border-radius:4px;-webkit-box-shadow:inset 0 1px 1px rgba(0,0,0,.05);box-shadow:inset 0 1px 1px rgba(0,0,0,.05)}.well blockquote{border-color:#ddd;border-color:rgba(0,0,0,.15)}.well-lg{padding:24px;border-radius:6px}.well-sm{padding:9px;border-radius:3px}.close{float:right;font-size:21px;font-weight:700;line-height:1;color:#000;text-shadow:0 1px 0 #fff;filter:alpha(opacity=20);opacity:.2}.close:focus,.close:hover{color:#000;text-decoration:none;cursor:pointer;filter:alpha(opacity=50);opacity:.5}button.close{-webkit-appearance:none;padding:0;cursor:pointer;background:0 0;border:0}.modal-open{overflow:hidden}.modal{position:fixed;top:0;right:0;bottom:0;left:0;z-index:1050;display:none;overflow:hidden;-webkit-overflow-scrolling:touch;outline:0}.modal.fade .modal-dialog{-webkit-transition:-webkit-transform .3s ease-out;-o-transition:-o-transform .3s ease-out;transition:transform .3s ease-out;-webkit-transform:translate(0,-25%);-ms-transform:translate(0,-25%);-o-transform:translate(0,-25%);transform:translate(0,-25%)}.modal.in .modal-dialog{-webkit-transform:translate(0,0);-ms-transform:translate(0,0);-o-transform:translate(0,0);transform:translate(0,0)}.modal-open .modal{overflow-x:hidden;overflow-y:auto}.modal-dialog{position:relative;width:auto;margin:10px}.modal-content{position:relative;background-color:#fff;-webkit-background-clip:padding-box;background-clip:padding-box;border:1px solid #999;border:1px solid rgba(0,0,0,.2);border-radius:6px;outline:0;-webkit-box-shadow:0 3px 9px rgba(0,0,0,.5);box-shadow:0 3px 9px rgba(0,0,0,.5)}.modal-backdrop{position:fixed;top:0;right:0;bottom:0;left:0;z-index:1040;background-color:#000}.modal-backdrop.fade{filter:alpha(opacity=0);opacity:0}.modal-backdrop.in{filter:alpha(opacity=50);opacity:.5}.modal-header{min-height:16.43px;padding:15px;border-bottom:1px solid #e5e5e5}.modal-header .close{margin-top:-2px}.modal-title{margin:0;line-height:1.42857143}.modal-body{position:relative;padding:15px}.modal-footer{padding:15px;text-align:right;border-top:1px solid #e5e5e5}.modal-footer .btn+.btn{margin-bottom:0;margin-left:5px}.modal-footer .btn-group .btn+.btn{margin-left:-1px}.modal-footer .btn-block+.btn-block{margin-left:0}.modal-scrollbar-measure{position:absolute;top:-9999px;width:50px;height:50px;overflow:scroll}@media (min-width:768px){.modal-dialog{width:600px;margin:30px auto}.modal-content{-webkit-box-shadow:0 5px 15px rgba(0,0,0,.5);box-shadow:0 5px 15px rgba(0,0,0,.5)}.modal-sm{width:300px}}@media (min-width:992px){.modal-lg{width:900px}}.tooltip{position:absolute;z-index:1070;display:block;font-family:"Helvetica Neue",Helvetica,Arial,sans-serif;font-size:12px;font-style:normal;font-weight:400;line-height:1.42857143;text-align:left;text-align:start;text-decoration:none;text-shadow:none;text-transform:none;letter-spacing:normal;word-break:normal;word-spacing:normal;word-wrap:normal;white-space:normal;filter:alpha(opacity=0);opacity:0;line-break:auto}.tooltip.in{filter:alpha(opacity=90);opacity:.9}.tooltip.top{padding:5px 0;margin-top:-3px}.tooltip.right{padding:0 5px;margin-left:3px}.tooltip.bottom{padding:5px 0;margin-top:3px}.tooltip.left{padding:0 5px;margin-left:-3px}.tooltip-inner{max-width:200px;padding:3px 8px;color:#fff;text-align:center;background-color:#000;border-radius:4px}.tooltip-arrow{position:absolute;width:0;height:0;border-color:transparent;border-style:solid}.tooltip.top .tooltip-arrow{bottom:0;left:50%;margin-left:-5px;border-width:5px 5px 0;border-top-color:#000}.tooltip.top-left .tooltip-arrow{right:5px;bottom:0;margin-bottom:-5px;border-width:5px 5px 0;border-top-color:#000}.tooltip.top-right .tooltip-arrow{bottom:0;left:5px;margin-bottom:-5px;border-width:5px 5px 0;border-top-color:#000}.tooltip.right .tooltip-arrow{top:50%;left:0;margin-top:-5px;border-width:5px 5px 5px 0;border-right-color:#000}.tooltip.left .tooltip-arrow{top:50%;right:0;margin-top:-5px;border-width:5px 0 5px 5px;border-left-color:#000}.tooltip.bottom .tooltip-arrow{top:0;left:50%;margin-left:-5px;border-width:0 5px 5px;border-bottom-color:#000}.tooltip.bottom-left .tooltip-arrow{top:0;right:5px;margin-top:-5px;border-width:0 5px 5px;border-bottom-color:#000}.tooltip.bottom-right .tooltip-arrow{top:0;left:5px;margin-top:-5px;border-width:0 5px 5px;border-bottom-color:#000}.popover{position:absolute;top:0;left:0;z-index:1060;display:none;max-width:276px;padding:1px;font-family:"Helvetica Neue",Helvetica,Arial,sans-serif;font-size:14px;font-style:normal;font-weight:400;line-height:1.42857143;text-align:left;text-align:start;text-decoration:none;text-shadow:none;text-transform:none;letter-spacing:normal;word-break:normal;word-spacing:normal;word-wrap:normal;white-space:normal;background-color:#fff;-webkit-background-clip:padding-box;background-clip:padding-box;border:1px solid #ccc;border:1px solid rgba(0,0,0,.2);border-radius:6px;-webkit-box-shadow:0 5px 10px rgba(0,0,0,.2);box-shadow:0 5px 10px rgba(0,0,0,.2);line-break:auto}.popover.top{margin-top:-10px}.popover.right{margin-left:10px}.popover.bottom{margin-top:10px}.popover.left{margin-left:-10px}.popover-title{padding:8px 14px;margin:0;font-size:14px;background-color:#f7f7f7;border-bottom:1px solid #ebebeb;border-radius:5px 5px 0 0}.popover-content{padding:9px 14px}.popover>.arrow,.popover>.arrow:after{position:absolute;display:block;width:0;height:0;border-color:transparent;border-style:solid}.popover>.arrow{border-width:11px}.popover>.arrow:after{content:"";border-width:10px}.popover.top>.arrow{bottom:-11px;left:50%;margin-left:-11px;border-top-color:#999;border-top-color:rgba(0,0,0,.25);border-bottom-width:0}.popover.top>.arrow:after{bottom:1px;margin-left:-10px;content:" ";border-top-color:#fff;border-bottom-width:0}.popover.right>.arrow{top:50%;left:-11px;margin-top:-11px;border-right-color:#999;border-right-color:rgba(0,0,0,.25);border-left-width:0}.popover.right>.arrow:after{bottom:-10px;left:1px;content:" ";border-right-color:#fff;border-left-width:0}.popover.bottom>.arrow{top:-11px;left:50%;margin-left:-11px;border-top-width:0;border-bottom-color:#999;border-bottom-color:rgba(0,0,0,.25)}.popover.bottom>.arrow:after{top:1px;margin-left:-10px;content:" ";border-top-width:0;border-bottom-color:#fff}.popover.left>.arrow{top:50%;right:-11px;margin-top:-11px;border-right-width:0;border-left-color:#999;border-left-color:rgba(0,0,0,.25)}.popover.left>.arrow:after{right:1px;bottom:-10px;content:" ";border-right-width:0;border-left-color:#fff}.carousel{position:relative}.carousel-inner{position:relative;width:100%;overflow:hidden}.carousel-inner>.item{position:relative;display:none;-webkit-transition:.6s ease-in-out left;-o-transition:.6s ease-in-out left;transition:.6s ease-in-out left}.carousel-inner>.item>a>img,.carousel-inner>.item>img{line-height:1}@media all and (transform-3d),(-webkit-transform-3d){.carousel-inner>.item{-webkit-transition:-webkit-transform .6s ease-in-out;-o-transition:-o-transform .6s ease-in-out;transition:transform .6s ease-in-out;-webkit-backface-visibility:hidden;backface-visibility:hidden;-webkit-perspective:1000px;perspective:1000px}.carousel-inner>.item.active.right,.carousel-inner>.item.next{left:0;-webkit-transform:translate3d(100%,0,0);transform:translate3d(100%,0,0)}.carousel-inner>.item.active.left,.carousel-inner>.item.prev{left:0;-webkit-transform:translate3d(-100%,0,0);transform:translate3d(-100%,0,0)}.carousel-inner>.item.active,.carousel-inner>.item.next.left,.carousel-inner>.item.prev.right{left:0;-webkit-transform:translate3d(0,0,0);transform:translate3d(0,0,0)}}.carousel-inner>.active,.carousel-inner>.next,.carousel-inner>.prev{display:block}.carousel-inner>.active{left:0}.carousel-inner>.next,.carousel-inner>.prev{position:absolute;top:0;width:100%}.carousel-inner>.next{left:100%}.carousel-inner>.prev{left:-100%}.carousel-inner>.next.left,.carousel-inner>.prev.right{left:0}.carousel-inner>.active.left{left:-100%}.carousel-inner>.active.right{left:100%}.carousel-control{position:absolute;top:0;bottom:0;left:0;width:15%;font-size:20px;color:#fff;text-align:center;text-shadow:0 1px 2px rgba(0,0,0,.6);filter:alpha(opacity=50);opacity:.5}.carousel-control.left{background-image:-webkit-linear-gradient(left,rgba(0,0,0,.5) 0,rgba(0,0,0,.0001) 100%);background-image:-o-linear-gradient(left,rgba(0,0,0,.5) 0,rgba(0,0,0,.0001) 100%);background-image:-webkit-gradient(linear,left top,right top,from(rgba(0,0,0,.5)),to(rgba(0,0,0,.0001)));background-image:linear-gradient(to right,rgba(0,0,0,.5) 0,rgba(0,0,0,.0001) 100%);filter:progid:DXImageTransform.Microsoft.gradient(startColorstr='#80000000', endColorstr='#00000000', GradientType=1);background-repeat:repeat-x}.carousel-control.right{right:0;left:auto;background-image:-webkit-linear-gradient(left,rgba(0,0,0,.0001) 0,rgba(0,0,0,.5) 100%);background-image:-o-linear-gradient(left,rgba(0,0,0,.0001) 0,rgba(0,0,0,.5) 100%);background-image:-webkit-gradient(linear,left top,right top,from(rgba(0,0,0,.0001)),to(rgba(0,0,0,.5)));background-image:linear-gradient(to right,rgba(0,0,0,.0001) 0,rgba(0,0,0,.5) 100%);filter:progid:DXImageTransform.Microsoft.gradient(startColorstr='#00000000', endColorstr='#80000000', GradientType=1);background-repeat:repeat-x}.carousel-control:focus,.carousel-control:hover{color:#fff;text-decoration:none;filter:alpha(opacity=90);outline:0;opacity:.9}.carousel-control .glyphicon-chevron-left,.carousel-control .glyphicon-chevron-right,.carousel-control .icon-next,.carousel-control .icon-prev{position:absolute;top:50%;z-index:5;display:inline-block;margin-top:-10px}.carousel-control .glyphicon-chevron-left,.carousel-control .icon-prev{left:50%;margin-left:-10px}.carousel-control .glyphicon-chevron-right,.carousel-control .icon-next{right:50%;margin-right:-10px}.carousel-control .icon-next,.carousel-control .icon-prev{width:20px;height:20px;font-family:serif;line-height:1}.carousel-control .icon-prev:before{content:'\2039'}.carousel-control .icon-next:before{content:'\203a'}.carousel-indicators{position:absolute;bottom:10px;left:50%;z-index:15;width:60%;padding-left:0;margin-left:-30%;text-align:center;list-style:none}.carousel-indicators li{display:inline-block;width:10px;height:10px;margin:1px;text-indent:-999px;cursor:pointer;background-color:#000\9;background-color:rgba(0,0,0,0);border:1px solid #fff;border-radius:10px}.carousel-indicators .active{width:12px;height:12px;margin:0;background-color:#fff}.carousel-caption{position:absolute;right:15%;bottom:20px;left:15%;z-index:10;padding-top:20px;padding-bottom:20px;color:#fff;text-align:center;text-shadow:0 1px 2px rgba(0,0,0,.6)}.carousel-caption .btn{text-shadow:none}@media screen and (min-width:768px){.carousel-control .glyphicon-chevron-left,.carousel-control .glyphicon-chevron-right,.carousel-control .icon-next,.carousel-control .icon-prev{width:30px;height:30px;margin-top:-15px;font-size:30px}.carousel-control .glyphicon-chevron-left,.carousel-control .icon-prev{margin-left:-15px}.carousel-control .glyphicon-chevron-right,.carousel-control .icon-next{margin-right:-15px}.carousel-caption{right:20%;left:20%;padding-bottom:30px}.carousel-indicators{bottom:20px}}.btn-group-vertical>.btn-group:after,.btn-group-vertical>.btn-group:before,.btn-toolbar:after,.btn-toolbar:before,.clearfix:after,.clearfix:before,.container-fluid:after,.container-fluid:before,.container:after,.container:before,.dl-horizontal dd:after,.dl-horizontal dd:before,.form-horizontal .form-group:after,.form-horizontal .form-group:before,.modal-footer:after,.modal-footer:before,.nav:after,.nav:before,.navbar-collapse:after,.navbar-collapse:before,.navbar-header:after,.navbar-header:before,.navbar:after,.navbar:before,.pager:after,.pager:before,.panel-body:after,.panel-body:before,.row:after,.row:before{display:table;content:" "}.btn-group-vertical>.btn-group:after,.btn-toolbar:after,.clearfix:after,.container-fluid:after,.container:after,.dl-horizontal dd:after,.form-horizontal .form-group:after,.modal-footer:after,.nav:after,.navbar-collapse:after,.navbar-header:after,.navbar:after,.pager:after,.panel-body:after,.row:after{clear:both}.center-block{display:block;margin-right:auto;margin-left:auto}.pull-right{float:right!important}.pull-left{float:left!important}.hide{display:none!important}.show{display:block!important}.invisible{visibility:hidden}.text-hide{font:0/0 a;color:transparent;text-shadow:none;background-color:transparent;border:0}.hidden{display:none!important}.affix{position:fixed}@-ms-viewport{width:device-width}.visible-lg,.visible-md,.visible-sm,.visible-xs{display:none!important}.visible-lg-block,.visible-lg-inline,.visible-lg-inline-block,.visible-md-block,.visible-md-inline,.visible-md-inline-block,.visible-sm-block,.visible-sm-inline,.visible-sm-inline-block,.visible-xs-block,.visible-xs-inline,.visible-xs-inline-block{display:none!important}@media (max-width:767px){.visible-xs{display:block!important}table.visible-xs{display:table!important}tr.visible-xs{display:table-row!important}td.visible-xs,th.visible-xs{display:table-cell!important}}@media (max-width:767px){.visible-xs-block{display:block!important}}@media (max-width:767px){.visible-xs-inline{display:inline!important}}@media (max-width:767px){.visible-xs-inline-block{display:inline-block!important}}@media (min-width:768px) and (max-width:991px){.visible-sm{display:block!important}table.visible-sm{display:table!important}tr.visible-sm{display:table-row!important}td.visible-sm,th.visible-sm{display:table-cell!important}}@media (min-width:768px) and (max-width:991px){.visible-sm-block{display:block!important}}@media (min-width:768px) and (max-width:991px){.visible-sm-inline{display:inline!important}}@media (min-width:768px) and (max-width:991px){.visible-sm-inline-block{display:inline-block!important}}@media (min-width:992px) and (max-width:1199px){.visible-md{display:block!important}table.visible-md{display:table!important}tr.visible-md{display:table-row!important}td.visible-md,th.visible-md{display:table-cell!important}}@media (min-width:992px) and (max-width:1199px){.visible-md-block{display:block!important}}@media (min-width:992px) and (max-width:1199px){.visible-md-inline{display:inline!important}}@media (min-width:992px) and (max-width:1199px){.visible-md-inline-block{display:inline-block!important}}@media (min-width:1200px){.visible-lg{display:block!important}table.visible-lg{display:table!important}tr.visible-lg{display:table-row!important}td.visible-lg,th.visible-lg{display:table-cell!important}}@media (min-width:1200px){.visible-lg-block{display:block!important}}@media (min-width:1200px){.visible-lg-inline{display:inline!important}}@media (min-width:1200px){.visible-lg-inline-block{display:inline-block!important}}@media (max-width:767px){.hidden-xs{display:none!important}}@media (min-width:768px) and (max-width:991px){.hidden-sm{display:none!important}}@media (min-width:992px) and (max-width:1199px){.hidden-md{display:none!important}}@media (min-width:1200px){.hidden-lg{display:none!important}}.visible-print{display:none!important}@media print{.visible-print{display:block!important}table.visible-print{display:table!important}tr.visible-print{display:table-row!important}td.visible-print,th.visible-print{display:table-cell!important}}.visible-print-block{display:none!important}@media print{.visible-print-block{display:block!important}}.visible-print-inline{display:none!important}@media print{.visible-print-inline{display:inline!important}}.visible-print-inline-block{display:none!important}@media print{.visible-print-inline-block{display:inline-block!important}}@media print{.hidden-print{display:none!important}}
</style>
<script>/*!
 * Bootstrap v3.3.5 (http://getbootstrap.com)
 * Copyright 2011-2015 Twitter, Inc.
 * Licensed under the MIT license
 */
if("undefined"==typeof jQuery)throw new Error("Bootstrap's JavaScript requires jQuery");+function(a){"use strict";var b=a.fn.jquery.split(" ")[0].split(".");if(b[0]<2&&b[1]<9||1==b[0]&&9==b[1]&&b[2]<1)throw new Error("Bootstrap's JavaScript requires jQuery version 1.9.1 or higher")}(jQuery),+function(a){"use strict";function b(){var a=document.createElement("bootstrap"),b={WebkitTransition:"webkitTransitionEnd",MozTransition:"transitionend",OTransition:"oTransitionEnd otransitionend",transition:"transitionend"};for(var c in b)if(void 0!==a.style[c])return{end:b[c]};return!1}a.fn.emulateTransitionEnd=function(b){var c=!1,d=this;a(this).one("bsTransitionEnd",function(){c=!0});var e=function(){c||a(d).trigger(a.support.transition.end)};return setTimeout(e,b),this},a(function(){a.support.transition=b(),a.support.transition&&(a.event.special.bsTransitionEnd={bindType:a.support.transition.end,delegateType:a.support.transition.end,handle:function(b){return a(b.target).is(this)?b.handleObj.handler.apply(this,arguments):void 0}})})}(jQuery),+function(a){"use strict";function b(b){return this.each(function(){var c=a(this),e=c.data("bs.alert");e||c.data("bs.alert",e=new d(this)),"string"==typeof b&&e[b].call(c)})}var c='[data-dismiss="alert"]',d=function(b){a(b).on("click",c,this.close)};d.VERSION="3.3.5",d.TRANSITION_DURATION=150,d.prototype.close=function(b){function c(){g.detach().trigger("closed.bs.alert").remove()}var e=a(this),f=e.attr("data-target");f||(f=e.attr("href"),f=f&&f.replace(/.*(?=#[^\s]*$)/,""));var g=a(f);b&&b.preventDefault(),g.length||(g=e.closest(".alert")),g.trigger(b=a.Event("close.bs.alert")),b.isDefaultPrevented()||(g.removeClass("in"),a.support.transition&&g.hasClass("fade")?g.one("bsTransitionEnd",c).emulateTransitionEnd(d.TRANSITION_DURATION):c())};var e=a.fn.alert;a.fn.alert=b,a.fn.alert.Constructor=d,a.fn.alert.noConflict=function(){return a.fn.alert=e,this},a(document).on("click.bs.alert.data-api",c,d.prototype.close)}(jQuery),+function(a){"use strict";function b(b){return this.each(function(){var d=a(this),e=d.data("bs.button"),f="object"==typeof b&&b;e||d.data("bs.button",e=new c(this,f)),"toggle"==b?e.toggle():b&&e.setState(b)})}var c=function(b,d){this.$element=a(b),this.options=a.extend({},c.DEFAULTS,d),this.isLoading=!1};c.VERSION="3.3.5",c.DEFAULTS={loadingText:"loading..."},c.prototype.setState=function(b){var c="disabled",d=this.$element,e=d.is("input")?"val":"html",f=d.data();b+="Text",null==f.resetText&&d.data("resetText",d[e]()),setTimeout(a.proxy(function(){d[e](null==f[b]?this.options[b]:f[b]),"loadingText"==b?(this.isLoading=!0,d.addClass(c).attr(c,c)):this.isLoading&&(this.isLoading=!1,d.removeClass(c).removeAttr(c))},this),0)},c.prototype.toggle=function(){var a=!0,b=this.$element.closest('[data-toggle="buttons"]');if(b.length){var c=this.$element.find("input");"radio"==c.prop("type")?(c.prop("checked")&&(a=!1),b.find(".active").removeClass("active"),this.$element.addClass("active")):"checkbox"==c.prop("type")&&(c.prop("checked")!==this.$element.hasClass("active")&&(a=!1),this.$element.toggleClass("active")),c.prop("checked",this.$element.hasClass("active")),a&&c.trigger("change")}else this.$element.attr("aria-pressed",!this.$element.hasClass("active")),this.$element.toggleClass("active")};var d=a.fn.button;a.fn.button=b,a.fn.button.Constructor=c,a.fn.button.noConflict=function(){return a.fn.button=d,this},a(document).on("click.bs.button.data-api",'[data-toggle^="button"]',function(c){var d=a(c.target);d.hasClass("btn")||(d=d.closest(".btn")),b.call(d,"toggle"),a(c.target).is('input[type="radio"]')||a(c.target).is('input[type="checkbox"]')||c.preventDefault()}).on("focus.bs.button.data-api blur.bs.button.data-api",'[data-toggle^="button"]',function(b){a(b.target).closest(".btn").toggleClass("focus",/^focus(in)?$/.test(b.type))})}(jQuery),+function(a){"use strict";function b(b){return this.each(function(){var d=a(this),e=d.data("bs.carousel"),f=a.extend({},c.DEFAULTS,d.data(),"object"==typeof b&&b),g="string"==typeof b?b:f.slide;e||d.data("bs.carousel",e=new c(this,f)),"number"==typeof b?e.to(b):g?e[g]():f.interval&&e.pause().cycle()})}var c=function(b,c){this.$element=a(b),this.$indicators=this.$element.find(".carousel-indicators"),this.options=c,this.paused=null,this.sliding=null,this.interval=null,this.$active=null,this.$items=null,this.options.keyboard&&this.$element.on("keydown.bs.carousel",a.proxy(this.keydown,this)),"hover"==this.options.pause&&!("ontouchstart"in document.documentElement)&&this.$element.on("mouseenter.bs.carousel",a.proxy(this.pause,this)).on("mouseleave.bs.carousel",a.proxy(this.cycle,this))};c.VERSION="3.3.5",c.TRANSITION_DURATION=600,c.DEFAULTS={interval:5e3,pause:"hover",wrap:!0,keyboard:!0},c.prototype.keydown=function(a){if(!/input|textarea/i.test(a.target.tagName)){switch(a.which){case 37:this.prev();break;case 39:this.next();break;default:return}a.preventDefault()}},c.prototype.cycle=function(b){return b||(this.paused=!1),this.interval&&clearInterval(this.interval),this.options.interval&&!this.paused&&(this.interval=setInterval(a.proxy(this.next,this),this.options.interval)),this},c.prototype.getItemIndex=function(a){return this.$items=a.parent().children(".item"),this.$items.index(a||this.$active)},c.prototype.getItemForDirection=function(a,b){var c=this.getItemIndex(b),d="prev"==a&&0===c||"next"==a&&c==this.$items.length-1;if(d&&!this.options.wrap)return b;var e="prev"==a?-1:1,f=(c+e)%this.$items.length;return this.$items.eq(f)},c.prototype.to=function(a){var b=this,c=this.getItemIndex(this.$active=this.$element.find(".item.active"));return a>this.$items.length-1||0>a?void 0:this.sliding?this.$element.one("slid.bs.carousel",function(){b.to(a)}):c==a?this.pause().cycle():this.slide(a>c?"next":"prev",this.$items.eq(a))},c.prototype.pause=function(b){return b||(this.paused=!0),this.$element.find(".next, .prev").length&&a.support.transition&&(this.$element.trigger(a.support.transition.end),this.cycle(!0)),this.interval=clearInterval(this.interval),this},c.prototype.next=function(){return this.sliding?void 0:this.slide("next")},c.prototype.prev=function(){return this.sliding?void 0:this.slide("prev")},c.prototype.slide=function(b,d){var e=this.$element.find(".item.active"),f=d||this.getItemForDirection(b,e),g=this.interval,h="next"==b?"left":"right",i=this;if(f.hasClass("active"))return this.sliding=!1;var j=f[0],k=a.Event("slide.bs.carousel",{relatedTarget:j,direction:h});if(this.$element.trigger(k),!k.isDefaultPrevented()){if(this.sliding=!0,g&&this.pause(),this.$indicators.length){this.$indicators.find(".active").removeClass("active");var l=a(this.$indicators.children()[this.getItemIndex(f)]);l&&l.addClass("active")}var m=a.Event("slid.bs.carousel",{relatedTarget:j,direction:h});return a.support.transition&&this.$element.hasClass("slide")?(f.addClass(b),f[0].offsetWidth,e.addClass(h),f.addClass(h),e.one("bsTransitionEnd",function(){f.removeClass([b,h].join(" ")).addClass("active"),e.removeClass(["active",h].join(" ")),i.sliding=!1,setTimeout(function(){i.$element.trigger(m)},0)}).emulateTransitionEnd(c.TRANSITION_DURATION)):(e.removeClass("active"),f.addClass("active"),this.sliding=!1,this.$element.trigger(m)),g&&this.cycle(),this}};var d=a.fn.carousel;a.fn.carousel=b,a.fn.carousel.Constructor=c,a.fn.carousel.noConflict=function(){return a.fn.carousel=d,this};var e=function(c){var d,e=a(this),f=a(e.attr("data-target")||(d=e.attr("href"))&&d.replace(/.*(?=#[^\s]+$)/,""));if(f.hasClass("carousel")){var g=a.extend({},f.data(),e.data()),h=e.attr("data-slide-to");h&&(g.interval=!1),b.call(f,g),h&&f.data("bs.carousel").to(h),c.preventDefault()}};a(document).on("click.bs.carousel.data-api","[data-slide]",e).on("click.bs.carousel.data-api","[data-slide-to]",e),a(window).on("load",function(){a('[data-ride="carousel"]').each(function(){var c=a(this);b.call(c,c.data())})})}(jQuery),+function(a){"use strict";function b(b){var c,d=b.attr("data-target")||(c=b.attr("href"))&&c.replace(/.*(?=#[^\s]+$)/,"");return a(d)}function c(b){return this.each(function(){var c=a(this),e=c.data("bs.collapse"),f=a.extend({},d.DEFAULTS,c.data(),"object"==typeof b&&b);!e&&f.toggle&&/show|hide/.test(b)&&(f.toggle=!1),e||c.data("bs.collapse",e=new d(this,f)),"string"==typeof b&&e[b]()})}var d=function(b,c){this.$element=a(b),this.options=a.extend({},d.DEFAULTS,c),this.$trigger=a('[data-toggle="collapse"][href="#'+b.id+'"],[data-toggle="collapse"][data-target="#'+b.id+'"]'),this.transitioning=null,this.options.parent?this.$parent=this.getParent():this.addAriaAndCollapsedClass(this.$element,this.$trigger),this.options.toggle&&this.toggle()};d.VERSION="3.3.5",d.TRANSITION_DURATION=350,d.DEFAULTS={toggle:!0},d.prototype.dimension=function(){var a=this.$element.hasClass("width");return a?"width":"height"},d.prototype.show=function(){if(!this.transitioning&&!this.$element.hasClass("in")){var b,e=this.$parent&&this.$parent.children(".panel").children(".in, .collapsing");if(!(e&&e.length&&(b=e.data("bs.collapse"),b&&b.transitioning))){var f=a.Event("show.bs.collapse");if(this.$element.trigger(f),!f.isDefaultPrevented()){e&&e.length&&(c.call(e,"hide"),b||e.data("bs.collapse",null));var g=this.dimension();this.$element.removeClass("collapse").addClass("collapsing")[g](0).attr("aria-expanded",!0),this.$trigger.removeClass("collapsed").attr("aria-expanded",!0),this.transitioning=1;var h=function(){this.$element.removeClass("collapsing").addClass("collapse in")[g](""),this.transitioning=0,this.$element.trigger("shown.bs.collapse")};if(!a.support.transition)return h.call(this);var i=a.camelCase(["scroll",g].join("-"));this.$element.one("bsTransitionEnd",a.proxy(h,this)).emulateTransitionEnd(d.TRANSITION_DURATION)[g](this.$element[0][i])}}}},d.prototype.hide=function(){if(!this.transitioning&&this.$element.hasClass("in")){var b=a.Event("hide.bs.collapse");if(this.$element.trigger(b),!b.isDefaultPrevented()){var c=this.dimension();this.$element[c](this.$element[c]())[0].offsetHeight,this.$element.addClass("collapsing").removeClass("collapse in").attr("aria-expanded",!1),this.$trigger.addClass("collapsed").attr("aria-expanded",!1),this.transitioning=1;var e=function(){this.transitioning=0,this.$element.removeClass("collapsing").addClass("collapse").trigger("hidden.bs.collapse")};return a.support.transition?void this.$element[c](0).one("bsTransitionEnd",a.proxy(e,this)).emulateTransitionEnd(d.TRANSITION_DURATION):e.call(this)}}},d.prototype.toggle=function(){this[this.$element.hasClass("in")?"hide":"show"]()},d.prototype.getParent=function(){return a(this.options.parent).find('[data-toggle="collapse"][data-parent="'+this.options.parent+'"]').each(a.proxy(function(c,d){var e=a(d);this.addAriaAndCollapsedClass(b(e),e)},this)).end()},d.prototype.addAriaAndCollapsedClass=function(a,b){var c=a.hasClass("in");a.attr("aria-expanded",c),b.toggleClass("collapsed",!c).attr("aria-expanded",c)};var e=a.fn.collapse;a.fn.collapse=c,a.fn.collapse.Constructor=d,a.fn.collapse.noConflict=function(){return a.fn.collapse=e,this},a(document).on("click.bs.collapse.data-api",'[data-toggle="collapse"]',function(d){var e=a(this);e.attr("data-target")||d.preventDefault();var f=b(e),g=f.data("bs.collapse"),h=g?"toggle":e.data();c.call(f,h)})}(jQuery),+function(a){"use strict";function b(b){var c=b.attr("data-target");c||(c=b.attr("href"),c=c&&/#[A-Za-z]/.test(c)&&c.replace(/.*(?=#[^\s]*$)/,""));var d=c&&a(c);return d&&d.length?d:b.parent()}function c(c){c&&3===c.which||(a(e).remove(),a(f).each(function(){var d=a(this),e=b(d),f={relatedTarget:this};e.hasClass("open")&&(c&&"click"==c.type&&/input|textarea/i.test(c.target.tagName)&&a.contains(e[0],c.target)||(e.trigger(c=a.Event("hide.bs.dropdown",f)),c.isDefaultPrevented()||(d.attr("aria-expanded","false"),e.removeClass("open").trigger("hidden.bs.dropdown",f))))}))}function d(b){return this.each(function(){var c=a(this),d=c.data("bs.dropdown");d||c.data("bs.dropdown",d=new g(this)),"string"==typeof b&&d[b].call(c)})}var e=".dropdown-backdrop",f='[data-toggle="dropdown"]',g=function(b){a(b).on("click.bs.dropdown",this.toggle)};g.VERSION="3.3.5",g.prototype.toggle=function(d){var e=a(this);if(!e.is(".disabled, :disabled")){var f=b(e),g=f.hasClass("open");if(c(),!g){"ontouchstart"in document.documentElement&&!f.closest(".navbar-nav").length&&a(document.createElement("div")).addClass("dropdown-backdrop").insertAfter(a(this)).on("click",c);var h={relatedTarget:this};if(f.trigger(d=a.Event("show.bs.dropdown",h)),d.isDefaultPrevented())return;e.trigger("focus").attr("aria-expanded","true"),f.toggleClass("open").trigger("shown.bs.dropdown",h)}return!1}},g.prototype.keydown=function(c){if(/(38|40|27|32)/.test(c.which)&&!/input|textarea/i.test(c.target.tagName)){var d=a(this);if(c.preventDefault(),c.stopPropagation(),!d.is(".disabled, :disabled")){var e=b(d),g=e.hasClass("open");if(!g&&27!=c.which||g&&27==c.which)return 27==c.which&&e.find(f).trigger("focus"),d.trigger("click");var h=" li:not(.disabled):visible a",i=e.find(".dropdown-menu"+h);if(i.length){var j=i.index(c.target);38==c.which&&j>0&&j--,40==c.which&&j<i.length-1&&j++,~j||(j=0),i.eq(j).trigger("focus")}}}};var h=a.fn.dropdown;a.fn.dropdown=d,a.fn.dropdown.Constructor=g,a.fn.dropdown.noConflict=function(){return a.fn.dropdown=h,this},a(document).on("click.bs.dropdown.data-api",c).on("click.bs.dropdown.data-api",".dropdown form",function(a){a.stopPropagation()}).on("click.bs.dropdown.data-api",f,g.prototype.toggle).on("keydown.bs.dropdown.data-api",f,g.prototype.keydown).on("keydown.bs.dropdown.data-api",".dropdown-menu",g.prototype.keydown)}(jQuery),+function(a){"use strict";function b(b,d){return this.each(function(){var e=a(this),f=e.data("bs.modal"),g=a.extend({},c.DEFAULTS,e.data(),"object"==typeof b&&b);f||e.data("bs.modal",f=new c(this,g)),"string"==typeof b?f[b](d):g.show&&f.show(d)})}var c=function(b,c){this.options=c,this.$body=a(document.body),this.$element=a(b),this.$dialog=this.$element.find(".modal-dialog"),this.$backdrop=null,this.isShown=null,this.originalBodyPad=null,this.scrollbarWidth=0,this.ignoreBackdropClick=!1,this.options.remote&&this.$element.find(".modal-content").load(this.options.remote,a.proxy(function(){this.$element.trigger("loaded.bs.modal")},this))};c.VERSION="3.3.5",c.TRANSITION_DURATION=300,c.BACKDROP_TRANSITION_DURATION=150,c.DEFAULTS={backdrop:!0,keyboard:!0,show:!0},c.prototype.toggle=function(a){return this.isShown?this.hide():this.show(a)},c.prototype.show=function(b){var d=this,e=a.Event("show.bs.modal",{relatedTarget:b});this.$element.trigger(e),this.isShown||e.isDefaultPrevented()||(this.isShown=!0,this.checkScrollbar(),this.setScrollbar(),this.$body.addClass("modal-open"),this.escape(),this.resize(),this.$element.on("click.dismiss.bs.modal",'[data-dismiss="modal"]',a.proxy(this.hide,this)),this.$dialog.on("mousedown.dismiss.bs.modal",function(){d.$element.one("mouseup.dismiss.bs.modal",function(b){a(b.target).is(d.$element)&&(d.ignoreBackdropClick=!0)})}),this.backdrop(function(){var e=a.support.transition&&d.$element.hasClass("fade");d.$element.parent().length||d.$element.appendTo(d.$body),d.$element.show().scrollTop(0),d.adjustDialog(),e&&d.$element[0].offsetWidth,d.$element.addClass("in"),d.enforceFocus();var f=a.Event("shown.bs.modal",{relatedTarget:b});e?d.$dialog.one("bsTransitionEnd",function(){d.$element.trigger("focus").trigger(f)}).emulateTransitionEnd(c.TRANSITION_DURATION):d.$element.trigger("focus").trigger(f)}))},c.prototype.hide=function(b){b&&b.preventDefault(),b=a.Event("hide.bs.modal"),this.$element.trigger(b),this.isShown&&!b.isDefaultPrevented()&&(this.isShown=!1,this.escape(),this.resize(),a(document).off("focusin.bs.modal"),this.$element.removeClass("in").off("click.dismiss.bs.modal").off("mouseup.dismiss.bs.modal"),this.$dialog.off("mousedown.dismiss.bs.modal"),a.support.transition&&this.$element.hasClass("fade")?this.$element.one("bsTransitionEnd",a.proxy(this.hideModal,this)).emulateTransitionEnd(c.TRANSITION_DURATION):this.hideModal())},c.prototype.enforceFocus=function(){a(document).off("focusin.bs.modal").on("focusin.bs.modal",a.proxy(function(a){this.$element[0]===a.target||this.$element.has(a.target).length||this.$element.trigger("focus")},this))},c.prototype.escape=function(){this.isShown&&this.options.keyboard?this.$element.on("keydown.dismiss.bs.modal",a.proxy(function(a){27==a.which&&this.hide()},this)):this.isShown||this.$element.off("keydown.dismiss.bs.modal")},c.prototype.resize=function(){this.isShown?a(window).on("resize.bs.modal",a.proxy(this.handleUpdate,this)):a(window).off("resize.bs.modal")},c.prototype.hideModal=function(){var a=this;this.$element.hide(),this.backdrop(function(){a.$body.removeClass("modal-open"),a.resetAdjustments(),a.resetScrollbar(),a.$element.trigger("hidden.bs.modal")})},c.prototype.removeBackdrop=function(){this.$backdrop&&this.$backdrop.remove(),this.$backdrop=null},c.prototype.backdrop=function(b){var d=this,e=this.$element.hasClass("fade")?"fade":"";if(this.isShown&&this.options.backdrop){var f=a.support.transition&&e;if(this.$backdrop=a(document.createElement("div")).addClass("modal-backdrop "+e).appendTo(this.$body),this.$element.on("click.dismiss.bs.modal",a.proxy(function(a){return this.ignoreBackdropClick?void(this.ignoreBackdropClick=!1):void(a.target===a.currentTarget&&("static"==this.options.backdrop?this.$element[0].focus():this.hide()))},this)),f&&this.$backdrop[0].offsetWidth,this.$backdrop.addClass("in"),!b)return;f?this.$backdrop.one("bsTransitionEnd",b).emulateTransitionEnd(c.BACKDROP_TRANSITION_DURATION):b()}else if(!this.isShown&&this.$backdrop){this.$backdrop.removeClass("in");var g=function(){d.removeBackdrop(),b&&b()};a.support.transition&&this.$element.hasClass("fade")?this.$backdrop.one("bsTransitionEnd",g).emulateTransitionEnd(c.BACKDROP_TRANSITION_DURATION):g()}else b&&b()},c.prototype.handleUpdate=function(){this.adjustDialog()},c.prototype.adjustDialog=function(){var a=this.$element[0].scrollHeight>document.documentElement.clientHeight;this.$element.css({paddingLeft:!this.bodyIsOverflowing&&a?this.scrollbarWidth:"",paddingRight:this.bodyIsOverflowing&&!a?this.scrollbarWidth:""})},c.prototype.resetAdjustments=function(){this.$element.css({paddingLeft:"",paddingRight:""})},c.prototype.checkScrollbar=function(){var a=window.innerWidth;if(!a){var b=document.documentElement.getBoundingClientRect();a=b.right-Math.abs(b.left)}this.bodyIsOverflowing=document.body.clientWidth<a,this.scrollbarWidth=this.measureScrollbar()},c.prototype.setScrollbar=function(){var a=parseInt(this.$body.css("padding-right")||0,10);this.originalBodyPad=document.body.style.paddingRight||"",this.bodyIsOverflowing&&this.$body.css("padding-right",a+this.scrollbarWidth)},c.prototype.resetScrollbar=function(){this.$body.css("padding-right",this.originalBodyPad)},c.prototype.measureScrollbar=function(){var a=document.createElement("div");a.className="modal-scrollbar-measure",this.$body.append(a);var b=a.offsetWidth-a.clientWidth;return this.$body[0].removeChild(a),b};var d=a.fn.modal;a.fn.modal=b,a.fn.modal.Constructor=c,a.fn.modal.noConflict=function(){return a.fn.modal=d,this},a(document).on("click.bs.modal.data-api",'[data-toggle="modal"]',function(c){var d=a(this),e=d.attr("href"),f=a(d.attr("data-target")||e&&e.replace(/.*(?=#[^\s]+$)/,"")),g=f.data("bs.modal")?"toggle":a.extend({remote:!/#/.test(e)&&e},f.data(),d.data());d.is("a")&&c.preventDefault(),f.one("show.bs.modal",function(a){a.isDefaultPrevented()||f.one("hidden.bs.modal",function(){d.is(":visible")&&d.trigger("focus")})}),b.call(f,g,this)})}(jQuery),+function(a){"use strict";function b(b){return this.each(function(){var d=a(this),e=d.data("bs.tooltip"),f="object"==typeof b&&b;(e||!/destroy|hide/.test(b))&&(e||d.data("bs.tooltip",e=new c(this,f)),"string"==typeof b&&e[b]())})}var c=function(a,b){this.type=null,this.options=null,this.enabled=null,this.timeout=null,this.hoverState=null,this.$element=null,this.inState=null,this.init("tooltip",a,b)};c.VERSION="3.3.5",c.TRANSITION_DURATION=150,c.DEFAULTS={animation:!0,placement:"top",selector:!1,template:'<div class="tooltip" role="tooltip"><div class="tooltip-arrow"></div><div class="tooltip-inner"></div></div>',trigger:"hover focus",title:"",delay:0,html:!1,container:!1,viewport:{selector:"body",padding:0}},c.prototype.init=function(b,c,d){if(this.enabled=!0,this.type=b,this.$element=a(c),this.options=this.getOptions(d),this.$viewport=this.options.viewport&&a(a.isFunction(this.options.viewport)?this.options.viewport.call(this,this.$element):this.options.viewport.selector||this.options.viewport),this.inState={click:!1,hover:!1,focus:!1},this.$element[0]instanceof document.constructor&&!this.options.selector)throw new Error("`selector` option must be specified when initializing "+this.type+" on the window.document object!");for(var e=this.options.trigger.split(" "),f=e.length;f--;){var g=e[f];if("click"==g)this.$element.on("click."+this.type,this.options.selector,a.proxy(this.toggle,this));else if("manual"!=g){var h="hover"==g?"mouseenter":"focusin",i="hover"==g?"mouseleave":"focusout";this.$element.on(h+"."+this.type,this.options.selector,a.proxy(this.enter,this)),this.$element.on(i+"."+this.type,this.options.selector,a.proxy(this.leave,this))}}this.options.selector?this._options=a.extend({},this.options,{trigger:"manual",selector:""}):this.fixTitle()},c.prototype.getDefaults=function(){return c.DEFAULTS},c.prototype.getOptions=function(b){return b=a.extend({},this.getDefaults(),this.$element.data(),b),b.delay&&"number"==typeof b.delay&&(b.delay={show:b.delay,hide:b.delay}),b},c.prototype.getDelegateOptions=function(){var b={},c=this.getDefaults();return this._options&&a.each(this._options,function(a,d){c[a]!=d&&(b[a]=d)}),b},c.prototype.enter=function(b){var c=b instanceof this.constructor?b:a(b.currentTarget).data("bs."+this.type);return c||(c=new this.constructor(b.currentTarget,this.getDelegateOptions()),a(b.currentTarget).data("bs."+this.type,c)),b instanceof a.Event&&(c.inState["focusin"==b.type?"focus":"hover"]=!0),c.tip().hasClass("in")||"in"==c.hoverState?void(c.hoverState="in"):(clearTimeout(c.timeout),c.hoverState="in",c.options.delay&&c.options.delay.show?void(c.timeout=setTimeout(function(){"in"==c.hoverState&&c.show()},c.options.delay.show)):c.show())},c.prototype.isInStateTrue=function(){for(var a in this.inState)if(this.inState[a])return!0;return!1},c.prototype.leave=function(b){var c=b instanceof this.constructor?b:a(b.currentTarget).data("bs."+this.type);return c||(c=new this.constructor(b.currentTarget,this.getDelegateOptions()),a(b.currentTarget).data("bs."+this.type,c)),b instanceof a.Event&&(c.inState["focusout"==b.type?"focus":"hover"]=!1),c.isInStateTrue()?void 0:(clearTimeout(c.timeout),c.hoverState="out",c.options.delay&&c.options.delay.hide?void(c.timeout=setTimeout(function(){"out"==c.hoverState&&c.hide()},c.options.delay.hide)):c.hide())},c.prototype.show=function(){var b=a.Event("show.bs."+this.type);if(this.hasContent()&&this.enabled){this.$element.trigger(b);var d=a.contains(this.$element[0].ownerDocument.documentElement,this.$element[0]);if(b.isDefaultPrevented()||!d)return;var e=this,f=this.tip(),g=this.getUID(this.type);this.setContent(),f.attr("id",g),this.$element.attr("aria-describedby",g),this.options.animation&&f.addClass("fade");var h="function"==typeof this.options.placement?this.options.placement.call(this,f[0],this.$element[0]):this.options.placement,i=/\s?auto?\s?/i,j=i.test(h);j&&(h=h.replace(i,"")||"top"),f.detach().css({top:0,left:0,display:"block"}).addClass(h).data("bs."+this.type,this),this.options.container?f.appendTo(this.options.container):f.insertAfter(this.$element),this.$element.trigger("inserted.bs."+this.type);var k=this.getPosition(),l=f[0].offsetWidth,m=f[0].offsetHeight;if(j){var n=h,o=this.getPosition(this.$viewport);h="bottom"==h&&k.bottom+m>o.bottom?"top":"top"==h&&k.top-m<o.top?"bottom":"right"==h&&k.right+l>o.width?"left":"left"==h&&k.left-l<o.left?"right":h,f.removeClass(n).addClass(h)}var p=this.getCalculatedOffset(h,k,l,m);this.applyPlacement(p,h);var q=function(){var a=e.hoverState;e.$element.trigger("shown.bs."+e.type),e.hoverState=null,"out"==a&&e.leave(e)};a.support.transition&&this.$tip.hasClass("fade")?f.one("bsTransitionEnd",q).emulateTransitionEnd(c.TRANSITION_DURATION):q()}},c.prototype.applyPlacement=function(b,c){var d=this.tip(),e=d[0].offsetWidth,f=d[0].offsetHeight,g=parseInt(d.css("margin-top"),10),h=parseInt(d.css("margin-left"),10);isNaN(g)&&(g=0),isNaN(h)&&(h=0),b.top+=g,b.left+=h,a.offset.setOffset(d[0],a.extend({using:function(a){d.css({top:Math.round(a.top),left:Math.round(a.left)})}},b),0),d.addClass("in");var i=d[0].offsetWidth,j=d[0].offsetHeight;"top"==c&&j!=f&&(b.top=b.top+f-j);var k=this.getViewportAdjustedDelta(c,b,i,j);k.left?b.left+=k.left:b.top+=k.top;var l=/top|bottom/.test(c),m=l?2*k.left-e+i:2*k.top-f+j,n=l?"offsetWidth":"offsetHeight";d.offset(b),this.replaceArrow(m,d[0][n],l)},c.prototype.replaceArrow=function(a,b,c){this.arrow().css(c?"left":"top",50*(1-a/b)+"%").css(c?"top":"left","")},c.prototype.setContent=function(){var a=this.tip(),b=this.getTitle();a.find(".tooltip-inner")[this.options.html?"html":"text"](b),a.removeClass("fade in top bottom left right")},c.prototype.hide=function(b){function d(){"in"!=e.hoverState&&f.detach(),e.$element.removeAttr("aria-describedby").trigger("hidden.bs."+e.type),b&&b()}var e=this,f=a(this.$tip),g=a.Event("hide.bs."+this.type);return this.$element.trigger(g),g.isDefaultPrevented()?void 0:(f.removeClass("in"),a.support.transition&&f.hasClass("fade")?f.one("bsTransitionEnd",d).emulateTransitionEnd(c.TRANSITION_DURATION):d(),this.hoverState=null,this)},c.prototype.fixTitle=function(){var a=this.$element;(a.attr("title")||"string"!=typeof a.attr("data-original-title"))&&a.attr("data-original-title",a.attr("title")||"").attr("title","")},c.prototype.hasContent=function(){return this.getTitle()},c.prototype.getPosition=function(b){b=b||this.$element;var c=b[0],d="BODY"==c.tagName,e=c.getBoundingClientRect();null==e.width&&(e=a.extend({},e,{width:e.right-e.left,height:e.bottom-e.top}));var f=d?{top:0,left:0}:b.offset(),g={scroll:d?document.documentElement.scrollTop||document.body.scrollTop:b.scrollTop()},h=d?{width:a(window).width(),height:a(window).height()}:null;return a.extend({},e,g,h,f)},c.prototype.getCalculatedOffset=function(a,b,c,d){return"bottom"==a?{top:b.top+b.height,left:b.left+b.width/2-c/2}:"top"==a?{top:b.top-d,left:b.left+b.width/2-c/2}:"left"==a?{top:b.top+b.height/2-d/2,left:b.left-c}:{top:b.top+b.height/2-d/2,left:b.left+b.width}},c.prototype.getViewportAdjustedDelta=function(a,b,c,d){var e={top:0,left:0};if(!this.$viewport)return e;var f=this.options.viewport&&this.options.viewport.padding||0,g=this.getPosition(this.$viewport);if(/right|left/.test(a)){var h=b.top-f-g.scroll,i=b.top+f-g.scroll+d;h<g.top?e.top=g.top-h:i>g.top+g.height&&(e.top=g.top+g.height-i)}else{var j=b.left-f,k=b.left+f+c;j<g.left?e.left=g.left-j:k>g.right&&(e.left=g.left+g.width-k)}return e},c.prototype.getTitle=function(){var a,b=this.$element,c=this.options;return a=b.attr("data-original-title")||("function"==typeof c.title?c.title.call(b[0]):c.title)},c.prototype.getUID=function(a){do a+=~~(1e6*Math.random());while(document.getElementById(a));return a},c.prototype.tip=function(){if(!this.$tip&&(this.$tip=a(this.options.template),1!=this.$tip.length))throw new Error(this.type+" `template` option must consist of exactly 1 top-level element!");return this.$tip},c.prototype.arrow=function(){return this.$arrow=this.$arrow||this.tip().find(".tooltip-arrow")},c.prototype.enable=function(){this.enabled=!0},c.prototype.disable=function(){this.enabled=!1},c.prototype.toggleEnabled=function(){this.enabled=!this.enabled},c.prototype.toggle=function(b){var c=this;b&&(c=a(b.currentTarget).data("bs."+this.type),c||(c=new this.constructor(b.currentTarget,this.getDelegateOptions()),a(b.currentTarget).data("bs."+this.type,c))),b?(c.inState.click=!c.inState.click,c.isInStateTrue()?c.enter(c):c.leave(c)):c.tip().hasClass("in")?c.leave(c):c.enter(c)},c.prototype.destroy=function(){var a=this;clearTimeout(this.timeout),this.hide(function(){a.$element.off("."+a.type).removeData("bs."+a.type),a.$tip&&a.$tip.detach(),a.$tip=null,a.$arrow=null,a.$viewport=null})};var d=a.fn.tooltip;a.fn.tooltip=b,a.fn.tooltip.Constructor=c,a.fn.tooltip.noConflict=function(){return a.fn.tooltip=d,this}}(jQuery),+function(a){"use strict";function b(b){return this.each(function(){var d=a(this),e=d.data("bs.popover"),f="object"==typeof b&&b;(e||!/destroy|hide/.test(b))&&(e||d.data("bs.popover",e=new c(this,f)),"string"==typeof b&&e[b]())})}var c=function(a,b){this.init("popover",a,b)};if(!a.fn.tooltip)throw new Error("Popover requires tooltip.js");c.VERSION="3.3.5",c.DEFAULTS=a.extend({},a.fn.tooltip.Constructor.DEFAULTS,{placement:"right",trigger:"click",content:"",template:'<div class="popover" role="tooltip"><div class="arrow"></div><h3 class="popover-title"></h3><div class="popover-content"></div></div>'}),c.prototype=a.extend({},a.fn.tooltip.Constructor.prototype),c.prototype.constructor=c,c.prototype.getDefaults=function(){return c.DEFAULTS},c.prototype.setContent=function(){var a=this.tip(),b=this.getTitle(),c=this.getContent();a.find(".popover-title")[this.options.html?"html":"text"](b),a.find(".popover-content").children().detach().end()[this.options.html?"string"==typeof c?"html":"append":"text"](c),a.removeClass("fade top bottom left right in"),a.find(".popover-title").html()||a.find(".popover-title").hide()},c.prototype.hasContent=function(){return this.getTitle()||this.getContent()},c.prototype.getContent=function(){var a=this.$element,b=this.options;return a.attr("data-content")||("function"==typeof b.content?b.content.call(a[0]):b.content)},c.prototype.arrow=function(){return this.$arrow=this.$arrow||this.tip().find(".arrow")};var d=a.fn.popover;a.fn.popover=b,a.fn.popover.Constructor=c,a.fn.popover.noConflict=function(){return a.fn.popover=d,this}}(jQuery),+function(a){"use strict";function b(c,d){this.$body=a(document.body),this.$scrollElement=a(a(c).is(document.body)?window:c),this.options=a.extend({},b.DEFAULTS,d),this.selector=(this.options.target||"")+" .nav li > a",this.offsets=[],this.targets=[],this.activeTarget=null,this.scrollHeight=0,this.$scrollElement.on("scroll.bs.scrollspy",a.proxy(this.process,this)),this.refresh(),this.process()}function c(c){return this.each(function(){var d=a(this),e=d.data("bs.scrollspy"),f="object"==typeof c&&c;e||d.data("bs.scrollspy",e=new b(this,f)),"string"==typeof c&&e[c]()})}b.VERSION="3.3.5",b.DEFAULTS={offset:10},b.prototype.getScrollHeight=function(){return this.$scrollElement[0].scrollHeight||Math.max(this.$body[0].scrollHeight,document.documentElement.scrollHeight)},b.prototype.refresh=function(){var b=this,c="offset",d=0;this.offsets=[],this.targets=[],this.scrollHeight=this.getScrollHeight(),a.isWindow(this.$scrollElement[0])||(c="position",d=this.$scrollElement.scrollTop()),this.$body.find(this.selector).map(function(){var b=a(this),e=b.data("target")||b.attr("href"),f=/^#./.test(e)&&a(e);return f&&f.length&&f.is(":visible")&&[[f[c]().top+d,e]]||null}).sort(function(a,b){return a[0]-b[0]}).each(function(){b.offsets.push(this[0]),b.targets.push(this[1])})},b.prototype.process=function(){var a,b=this.$scrollElement.scrollTop()+this.options.offset,c=this.getScrollHeight(),d=this.options.offset+c-this.$scrollElement.height(),e=this.offsets,f=this.targets,g=this.activeTarget;if(this.scrollHeight!=c&&this.refresh(),b>=d)return g!=(a=f[f.length-1])&&this.activate(a);if(g&&b<e[0])return this.activeTarget=null,this.clear();for(a=e.length;a--;)g!=f[a]&&b>=e[a]&&(void 0===e[a+1]||b<e[a+1])&&this.activate(f[a])},b.prototype.activate=function(b){this.activeTarget=b,this.clear();var c=this.selector+'[data-target="'+b+'"],'+this.selector+'[href="'+b+'"]',d=a(c).parents("li").addClass("active");d.parent(".dropdown-menu").length&&(d=d.closest("li.dropdown").addClass("active")),
d.trigger("activate.bs.scrollspy")},b.prototype.clear=function(){a(this.selector).parentsUntil(this.options.target,".active").removeClass("active")};var d=a.fn.scrollspy;a.fn.scrollspy=c,a.fn.scrollspy.Constructor=b,a.fn.scrollspy.noConflict=function(){return a.fn.scrollspy=d,this},a(window).on("load.bs.scrollspy.data-api",function(){a('[data-spy="scroll"]').each(function(){var b=a(this);c.call(b,b.data())})})}(jQuery),+function(a){"use strict";function b(b){return this.each(function(){var d=a(this),e=d.data("bs.tab");e||d.data("bs.tab",e=new c(this)),"string"==typeof b&&e[b]()})}var c=function(b){this.element=a(b)};c.VERSION="3.3.5",c.TRANSITION_DURATION=150,c.prototype.show=function(){var b=this.element,c=b.closest("ul:not(.dropdown-menu)"),d=b.data("target");if(d||(d=b.attr("href"),d=d&&d.replace(/.*(?=#[^\s]*$)/,"")),!b.parent("li").hasClass("active")){var e=c.find(".active:last a"),f=a.Event("hide.bs.tab",{relatedTarget:b[0]}),g=a.Event("show.bs.tab",{relatedTarget:e[0]});if(e.trigger(f),b.trigger(g),!g.isDefaultPrevented()&&!f.isDefaultPrevented()){var h=a(d);this.activate(b.closest("li"),c),this.activate(h,h.parent(),function(){e.trigger({type:"hidden.bs.tab",relatedTarget:b[0]}),b.trigger({type:"shown.bs.tab",relatedTarget:e[0]})})}}},c.prototype.activate=function(b,d,e){function f(){g.removeClass("active").find("> .dropdown-menu > .active").removeClass("active").end().find('[data-toggle="tab"]').attr("aria-expanded",!1),b.addClass("active").find('[data-toggle="tab"]').attr("aria-expanded",!0),h?(b[0].offsetWidth,b.addClass("in")):b.removeClass("fade"),b.parent(".dropdown-menu").length&&b.closest("li.dropdown").addClass("active").end().find('[data-toggle="tab"]').attr("aria-expanded",!0),e&&e()}var g=d.find("> .active"),h=e&&a.support.transition&&(g.length&&g.hasClass("fade")||!!d.find("> .fade").length);g.length&&h?g.one("bsTransitionEnd",f).emulateTransitionEnd(c.TRANSITION_DURATION):f(),g.removeClass("in")};var d=a.fn.tab;a.fn.tab=b,a.fn.tab.Constructor=c,a.fn.tab.noConflict=function(){return a.fn.tab=d,this};var e=function(c){c.preventDefault(),b.call(a(this),"show")};a(document).on("click.bs.tab.data-api",'[data-toggle="tab"]',e).on("click.bs.tab.data-api",'[data-toggle="pill"]',e)}(jQuery),+function(a){"use strict";function b(b){return this.each(function(){var d=a(this),e=d.data("bs.affix"),f="object"==typeof b&&b;e||d.data("bs.affix",e=new c(this,f)),"string"==typeof b&&e[b]()})}var c=function(b,d){this.options=a.extend({},c.DEFAULTS,d),this.$target=a(this.options.target).on("scroll.bs.affix.data-api",a.proxy(this.checkPosition,this)).on("click.bs.affix.data-api",a.proxy(this.checkPositionWithEventLoop,this)),this.$element=a(b),this.affixed=null,this.unpin=null,this.pinnedOffset=null,this.checkPosition()};c.VERSION="3.3.5",c.RESET="affix affix-top affix-bottom",c.DEFAULTS={offset:0,target:window},c.prototype.getState=function(a,b,c,d){var e=this.$target.scrollTop(),f=this.$element.offset(),g=this.$target.height();if(null!=c&&"top"==this.affixed)return c>e?"top":!1;if("bottom"==this.affixed)return null!=c?e+this.unpin<=f.top?!1:"bottom":a-d>=e+g?!1:"bottom";var h=null==this.affixed,i=h?e:f.top,j=h?g:b;return null!=c&&c>=e?"top":null!=d&&i+j>=a-d?"bottom":!1},c.prototype.getPinnedOffset=function(){if(this.pinnedOffset)return this.pinnedOffset;this.$element.removeClass(c.RESET).addClass("affix");var a=this.$target.scrollTop(),b=this.$element.offset();return this.pinnedOffset=b.top-a},c.prototype.checkPositionWithEventLoop=function(){setTimeout(a.proxy(this.checkPosition,this),1)},c.prototype.checkPosition=function(){if(this.$element.is(":visible")){var b=this.$element.height(),d=this.options.offset,e=d.top,f=d.bottom,g=Math.max(a(document).height(),a(document.body).height());"object"!=typeof d&&(f=e=d),"function"==typeof e&&(e=d.top(this.$element)),"function"==typeof f&&(f=d.bottom(this.$element));var h=this.getState(g,b,e,f);if(this.affixed!=h){null!=this.unpin&&this.$element.css("top","");var i="affix"+(h?"-"+h:""),j=a.Event(i+".bs.affix");if(this.$element.trigger(j),j.isDefaultPrevented())return;this.affixed=h,this.unpin="bottom"==h?this.getPinnedOffset():null,this.$element.removeClass(c.RESET).addClass(i).trigger(i.replace("affix","affixed")+".bs.affix")}"bottom"==h&&this.$element.offset({top:g-b-f})}};var d=a.fn.affix;a.fn.affix=b,a.fn.affix.Constructor=c,a.fn.affix.noConflict=function(){return a.fn.affix=d,this},a(window).on("load",function(){a('[data-spy="affix"]').each(function(){var c=a(this),d=c.data();d.offset=d.offset||{},null!=d.offsetBottom&&(d.offset.bottom=d.offsetBottom),null!=d.offsetTop&&(d.offset.top=d.offsetTop),b.call(c,d)})})}(jQuery);</script>
<script>/**
* @preserve HTML5 Shiv 3.7.2 | @afarkas @jdalton @jon_neal @rem | MIT/GPL2 Licensed
*/
// Only run this code in IE 8
if (!!window.navigator.userAgent.match("MSIE 8")) {
!function(a,b){function c(a,b){var c=a.createElement("p"),d=a.getElementsByTagName("head")[0]||a.documentElement;return c.innerHTML="x<style>"+b+"</style>",d.insertBefore(c.lastChild,d.firstChild)}function d(){var a=t.elements;return"string"==typeof a?a.split(" "):a}function e(a,b){var c=t.elements;"string"!=typeof c&&(c=c.join(" ")),"string"!=typeof a&&(a=a.join(" ")),t.elements=c+" "+a,j(b)}function f(a){var b=s[a[q]];return b||(b={},r++,a[q]=r,s[r]=b),b}function g(a,c,d){if(c||(c=b),l)return c.createElement(a);d||(d=f(c));var e;return e=d.cache[a]?d.cache[a].cloneNode():p.test(a)?(d.cache[a]=d.createElem(a)).cloneNode():d.createElem(a),!e.canHaveChildren||o.test(a)||e.tagUrn?e:d.frag.appendChild(e)}function h(a,c){if(a||(a=b),l)return a.createDocumentFragment();c=c||f(a);for(var e=c.frag.cloneNode(),g=0,h=d(),i=h.length;i>g;g++)e.createElement(h[g]);return e}function i(a,b){b.cache||(b.cache={},b.createElem=a.createElement,b.createFrag=a.createDocumentFragment,b.frag=b.createFrag()),a.createElement=function(c){return t.shivMethods?g(c,a,b):b.createElem(c)},a.createDocumentFragment=Function("h,f","return function(){var n=f.cloneNode(),c=n.createElement;h.shivMethods&&("+d().join().replace(/[\w\-:]+/g,function(a){return b.createElem(a),b.frag.createElement(a),'c("'+a+'")'})+");return n}")(t,b.frag)}function j(a){a||(a=b);var d=f(a);return!t.shivCSS||k||d.hasCSS||(d.hasCSS=!!c(a,"article,aside,dialog,figcaption,figure,footer,header,hgroup,main,nav,section{display:block}mark{background:#FF0;color:#000}template{display:none}")),l||i(a,d),a}var k,l,m="3.7.2",n=a.html5||{},o=/^<|^(?:button|map|select|textarea|object|iframe|option|optgroup)$/i,p=/^(?:a|b|code|div|fieldset|h1|h2|h3|h4|h5|h6|i|label|li|ol|p|q|span|strong|style|table|tbody|td|th|tr|ul)$/i,q="_html5shiv",r=0,s={};!function(){try{var a=b.createElement("a");a.innerHTML="<xyz></xyz>",k="hidden"in a,l=1==a.childNodes.length||function(){b.createElement("a");var a=b.createDocumentFragment();return"undefined"==typeof a.cloneNode||"undefined"==typeof a.createDocumentFragment||"undefined"==typeof a.createElement}()}catch(c){k=!0,l=!0}}();var t={elements:n.elements||"abbr article aside audio bdi canvas data datalist details dialog figcaption figure footer header hgroup main mark meter nav output picture progress section summary template time video",version:m,shivCSS:n.shivCSS!==!1,supportsUnknownElements:l,shivMethods:n.shivMethods!==!1,type:"default",shivDocument:j,createElement:g,createDocumentFragment:h,addElements:e};a.html5=t,j(b)}(this,document);
};
</script>
<script>/*! Respond.js v1.4.2: min/max-width media query polyfill * Copyright 2013 Scott Jehl
 * Licensed under https://github.com/scottjehl/Respond/blob/master/LICENSE-MIT
 *  */

// Only run this code in IE 8
if (!!window.navigator.userAgent.match("MSIE 8")) {
!function(a){"use strict";a.matchMedia=a.matchMedia||function(a){var b,c=a.documentElement,d=c.firstElementChild||c.firstChild,e=a.createElement("body"),f=a.createElement("div");return f.id="mq-test-1",f.style.cssText="position:absolute;top:-100em",e.style.background="none",e.appendChild(f),function(a){return f.innerHTML='&shy;<style media="'+a+'"> #mq-test-1 { width: 42px; }</style>',c.insertBefore(e,d),b=42===f.offsetWidth,c.removeChild(e),{matches:b,media:a}}}(a.document)}(this),function(a){"use strict";function b(){u(!0)}var c={};a.respond=c,c.update=function(){};var d=[],e=function(){var b=!1;try{b=new a.XMLHttpRequest}catch(c){b=new a.ActiveXObject("Microsoft.XMLHTTP")}return function(){return b}}(),f=function(a,b){var c=e();c&&(c.open("GET",a,!0),c.onreadystatechange=function(){4!==c.readyState||200!==c.status&&304!==c.status||b(c.responseText)},4!==c.readyState&&c.send(null))};if(c.ajax=f,c.queue=d,c.regex={media:/@media[^\{]+\{([^\{\}]*\{[^\}\{]*\})+/gi,keyframes:/@(?:\-(?:o|moz|webkit)\-)?keyframes[^\{]+\{(?:[^\{\}]*\{[^\}\{]*\})+[^\}]*\}/gi,urls:/(url\()['"]?([^\/\)'"][^:\)'"]+)['"]?(\))/g,findStyles:/@media *([^\{]+)\{([\S\s]+?)$/,only:/(only\s+)?([a-zA-Z]+)\s?/,minw:/\([\s]*min\-width\s*:[\s]*([\s]*[0-9\.]+)(px|em)[\s]*\)/,maxw:/\([\s]*max\-width\s*:[\s]*([\s]*[0-9\.]+)(px|em)[\s]*\)/},c.mediaQueriesSupported=a.matchMedia&&null!==a.matchMedia("only all")&&a.matchMedia("only all").matches,!c.mediaQueriesSupported){var g,h,i,j=a.document,k=j.documentElement,l=[],m=[],n=[],o={},p=30,q=j.getElementsByTagName("head")[0]||k,r=j.getElementsByTagName("base")[0],s=q.getElementsByTagName("link"),t=function(){var a,b=j.createElement("div"),c=j.body,d=k.style.fontSize,e=c&&c.style.fontSize,f=!1;return b.style.cssText="position:absolute;font-size:1em;width:1em",c||(c=f=j.createElement("body"),c.style.background="none"),k.style.fontSize="100%",c.style.fontSize="100%",c.appendChild(b),f&&k.insertBefore(c,k.firstChild),a=b.offsetWidth,f?k.removeChild(c):c.removeChild(b),k.style.fontSize=d,e&&(c.style.fontSize=e),a=i=parseFloat(a)},u=function(b){var c="clientWidth",d=k[c],e="CSS1Compat"===j.compatMode&&d||j.body[c]||d,f={},o=s[s.length-1],r=(new Date).getTime();if(b&&g&&p>r-g)return a.clearTimeout(h),h=a.setTimeout(u,p),void 0;g=r;for(var v in l)if(l.hasOwnProperty(v)){var w=l[v],x=w.minw,y=w.maxw,z=null===x,A=null===y,B="em";x&&(x=parseFloat(x)*(x.indexOf(B)>-1?i||t():1)),y&&(y=parseFloat(y)*(y.indexOf(B)>-1?i||t():1)),w.hasquery&&(z&&A||!(z||e>=x)||!(A||y>=e))||(f[w.media]||(f[w.media]=[]),f[w.media].push(m[w.rules]))}for(var C in n)n.hasOwnProperty(C)&&n[C]&&n[C].parentNode===q&&q.removeChild(n[C]);n.length=0;for(var D in f)if(f.hasOwnProperty(D)){var E=j.createElement("style"),F=f[D].join("\n");E.type="text/css",E.media=D,q.insertBefore(E,o.nextSibling),E.styleSheet?E.styleSheet.cssText=F:E.appendChild(j.createTextNode(F)),n.push(E)}},v=function(a,b,d){var e=a.replace(c.regex.keyframes,"").match(c.regex.media),f=e&&e.length||0;b=b.substring(0,b.lastIndexOf("/"));var g=function(a){return a.replace(c.regex.urls,"$1"+b+"$2$3")},h=!f&&d;b.length&&(b+="/"),h&&(f=1);for(var i=0;f>i;i++){var j,k,n,o;h?(j=d,m.push(g(a))):(j=e[i].match(c.regex.findStyles)&&RegExp.$1,m.push(RegExp.$2&&g(RegExp.$2))),n=j.split(","),o=n.length;for(var p=0;o>p;p++)k=n[p],l.push({media:k.split("(")[0].match(c.regex.only)&&RegExp.$2||"all",rules:m.length-1,hasquery:k.indexOf("(")>-1,minw:k.match(c.regex.minw)&&parseFloat(RegExp.$1)+(RegExp.$2||""),maxw:k.match(c.regex.maxw)&&parseFloat(RegExp.$1)+(RegExp.$2||"")})}u()},w=function(){if(d.length){var b=d.shift();f(b.href,function(c){v(c,b.href,b.media),o[b.href]=!0,a.setTimeout(function(){w()},0)})}},x=function(){for(var b=0;b<s.length;b++){var c=s[b],e=c.href,f=c.media,g=c.rel&&"stylesheet"===c.rel.toLowerCase();e&&g&&!o[e]&&(c.styleSheet&&c.styleSheet.rawCssText?(v(c.styleSheet.rawCssText,e,f),o[e]=!0):(!/^([a-zA-Z:]*\/\/)/.test(e)&&!r||e.replace(RegExp.$1,"").split("/")[0]===a.location.host)&&("//"===e.substring(0,2)&&(e=a.location.protocol+e),d.push({href:e,media:f})))}w()};x(),c.update=x,c.getEmValue=t,a.addEventListener?a.addEventListener("resize",b,!1):a.attachEvent&&a.attachEvent("onresize",b)}}(this);
};
</script>
<style>h1 {font-size: 34px;}
h1.title {font-size: 38px;}
h2 {font-size: 30px;}
h3 {font-size: 24px;}
h4 {font-size: 18px;}
h5 {font-size: 16px;}
h6 {font-size: 12px;}
code {color: inherit; background-color: rgba(0, 0, 0, 0.04);}
pre:not([class]) { background-color: white }</style>
<script>

/**
 * jQuery Plugin: Sticky Tabs
 *
 * @author Aidan Lister <aidan@php.net>
 * adapted by Ruben Arslan to activate parent tabs too
 * http://www.aidanlister.com/2014/03/persisting-the-tab-state-in-bootstrap/
 */
(function($) {
  "use strict";
  $.fn.rmarkdownStickyTabs = function() {
    var context = this;
    // Show the tab corresponding with the hash in the URL, or the first tab
    var showStuffFromHash = function() {
      var hash = window.location.hash;
      var selector = hash ? 'a[href="' + hash + '"]' : 'li.active > a';
      var $selector = $(selector, context);
      if($selector.data('toggle') === "tab") {
        $selector.tab('show');
        // walk up the ancestors of this element, show any hidden tabs
        $selector.parents('.section.tabset').each(function(i, elm) {
          var link = $('a[href="#' + $(elm).attr('id') + '"]');
          if(link.data('toggle') === "tab") {
            link.tab("show");
          }
        });
      }
    };


    // Set the correct tab when the page loads
    showStuffFromHash(context);

    // Set the correct tab when a user uses their back/forward button
    $(window).on('hashchange', function() {
      showStuffFromHash(context);
    });

    // Change the URL when tabs are clicked
    $('a', context).on('click', function(e) {
      history.pushState(null, null, this.href);
      showStuffFromHash(context);
    });

    return this;
  };
}(jQuery));

window.buildTabsets = function(tocID) {

  // build a tabset from a section div with the .tabset class
  function buildTabset(tabset) {

    // check for fade and pills options
    var fade = tabset.hasClass("tabset-fade");
    var pills = tabset.hasClass("tabset-pills");
    var navClass = pills ? "nav-pills" : "nav-tabs";

    // determine the heading level of the tabset and tabs
    var match = tabset.attr('class').match(/level(\d) /);
    if (match === null)
      return;
    var tabsetLevel = Number(match[1]);
    var tabLevel = tabsetLevel + 1;

    // find all subheadings immediately below
    var tabs = tabset.find("div.section.level" + tabLevel);
    if (!tabs.length)
      return;

    // create tablist and tab-content elements
    var tabList = $('<ul class="nav ' + navClass + '" role="tablist"></ul>');
    $(tabs[0]).before(tabList);
    var tabContent = $('<div class="tab-content"></div>');
    $(tabs[0]).before(tabContent);

    // build the tabset
    var activeTab = 0;
    tabs.each(function(i) {

      // get the tab div
      var tab = $(tabs[i]);

      // get the id then sanitize it for use with bootstrap tabs
      var id = tab.attr('id');

      // see if this is marked as the active tab
      if (tab.hasClass('active'))
        activeTab = i;

      // remove any table of contents entries associated with
      // this ID (since we'll be removing the heading element)
      $("div#" + tocID + " li a[href='#" + id + "']").parent().remove();

      // sanitize the id for use with bootstrap tabs
      id = id.replace(/[.\/?&!#<>]/g, '').replace(/\s/g, '_');
      tab.attr('id', id);

      // get the heading element within it, grab it's text, then remove it
      var heading = tab.find('h' + tabLevel + ':first');
      var headingText = heading.html();
      heading.remove();

      // build and append the tab list item
      var a = $('<a role="tab" data-toggle="tab">' + headingText + '</a>');
      a.attr('href', '#' + id);
      a.attr('aria-controls', id);
      var li = $('<li role="presentation"></li>');
      li.append(a);
      tabList.append(li);

      // set it's attributes
      tab.attr('role', 'tabpanel');
      tab.addClass('tab-pane');
      tab.addClass('tabbed-pane');
      if (fade)
        tab.addClass('fade');

      // move it into the tab content div
      tab.detach().appendTo(tabContent);
    });

    // set active tab
    $(tabList.children('li')[activeTab]).addClass('active');
    var active = $(tabContent.children('div.section')[activeTab]);
    active.addClass('active');
    if (fade)
      active.addClass('in');

    if (tabset.hasClass("tabset-sticky"))
      tabset.rmarkdownStickyTabs();
  }

  // convert section divs with the .tabset class to tabsets
  var tabsets = $("div.section.tabset");
  tabsets.each(function(i) {
    buildTabset($(tabsets[i]));
  });
};

</script>
<style type="text/css">.hljs-literal {
color: #990073;
}
.hljs-number {
color: #099;
}
.hljs-comment {
color: #998;
font-style: italic;
}
.hljs-keyword {
color: #900;
font-weight: bold;
}
.hljs-string {
color: #d14;
}
</style>
<script src="data:application/javascript;base64,/*! highlight.js v9.12.0 | BSD3 License | git.io/hljslicense */
!function(e){var n="object"==typeof window&&window||"object"==typeof self&&self;"undefined"!=typeof exports?e(exports):n&&(n.hljs=e({}),"function"==typeof define&&define.amd&&define([],function(){return n.hljs}))}(function(e){function n(e){return e.replace(/&/g,"&amp;").replace(/</g,"&lt;").replace(/>/g,"&gt;")}function t(e){return e.nodeName.toLowerCase()}function r(e,n){var t=e&&e.exec(n);return t&&0===t.index}function a(e){return k.test(e)}function i(e){var n,t,r,i,o=e.className+" ";if(o+=e.parentNode?e.parentNode.className:"",t=B.exec(o))return w(t[1])?t[1]:"no-highlight";for(o=o.split(/\s+/),n=0,r=o.length;r>n;n++)if(i=o[n],a(i)||w(i))return i}function o(e){var n,t={},r=Array.prototype.slice.call(arguments,1);for(n in e)t[n]=e[n];return r.forEach(function(e){for(n in e)t[n]=e[n]}),t}function u(e){var n=[];return function r(e,a){for(var i=e.firstChild;i;i=i.nextSibling)3===i.nodeType?a+=i.nodeValue.length:1===i.nodeType&&(n.push({event:"start",offset:a,node:i}),a=r(i,a),t(i).match(/br|hr|img|input/)||n.push({event:"stop",offset:a,node:i}));return a}(e,0),n}function c(e,r,a){function i(){return e.length&&r.length?e[0].offset!==r[0].offset?e[0].offset<r[0].offset?e:r:"start"===r[0].event?e:r:e.length?e:r}function o(e){function r(e){return" "+e.nodeName+'="'+n(e.value).replace('"',"&quot;")+'"'}s+="<"+t(e)+E.map.call(e.attributes,r).join("")+">"}function u(e){s+="</"+t(e)+">"}function c(e){("start"===e.event?o:u)(e.node)}for(var l=0,s="",f=[];e.length||r.length;){var g=i();if(s+=n(a.substring(l,g[0].offset)),l=g[0].offset,g===e){f.reverse().forEach(u);do c(g.splice(0,1)[0]),g=i();while(g===e&&g.length&&g[0].offset===l);f.reverse().forEach(o)}else"start"===g[0].event?f.push(g[0].node):f.pop(),c(g.splice(0,1)[0])}return s+n(a.substr(l))}function l(e){return e.v&&!e.cached_variants&&(e.cached_variants=e.v.map(function(n){return o(e,{v:null},n)})),e.cached_variants||e.eW&&[o(e)]||[e]}function s(e){function n(e){return e&&e.source||e}function t(t,r){return new RegExp(n(t),"m"+(e.cI?"i":"")+(r?"g":""))}function r(a,i){if(!a.compiled){if(a.compiled=!0,a.k=a.k||a.bK,a.k){var o={},u=function(n,t){e.cI&&(t=t.toLowerCase()),t.split(" ").forEach(function(e){var t=e.split("|");o[t[0]]=[n,t[1]?Number(t[1]):1]})};"string"==typeof a.k?u("keyword",a.k):x(a.k).forEach(function(e){u(e,a.k[e])}),a.k=o}a.lR=t(a.l||/\w+/,!0),i&&(a.bK&&(a.b="\\b("+a.bK.split(" ").join("|")+")\\b"),a.b||(a.b=/\B|\b/),a.bR=t(a.b),a.e||a.eW||(a.e=/\B|\b/),a.e&&(a.eR=t(a.e)),a.tE=n(a.e)||"",a.eW&&i.tE&&(a.tE+=(a.e?"|":"")+i.tE)),a.i&&(a.iR=t(a.i)),null==a.r&&(a.r=1),a.c||(a.c=[]),a.c=Array.prototype.concat.apply([],a.c.map(function(e){return l("self"===e?a:e)})),a.c.forEach(function(e){r(e,a)}),a.starts&&r(a.starts,i);var c=a.c.map(function(e){return e.bK?"\\.?("+e.b+")\\.?":e.b}).concat([a.tE,a.i]).map(n).filter(Boolean);a.t=c.length?t(c.join("|"),!0):{exec:function(){return null}}}}r(e)}function f(e,t,a,i){function o(e,n){var t,a;for(t=0,a=n.c.length;a>t;t++)if(r(n.c[t].bR,e))return n.c[t]}function u(e,n){if(r(e.eR,n)){for(;e.endsParent&&e.parent;)e=e.parent;return e}return e.eW?u(e.parent,n):void 0}function c(e,n){return!a&&r(n.iR,e)}function l(e,n){var t=N.cI?n[0].toLowerCase():n[0];return e.k.hasOwnProperty(t)&&e.k[t]}function p(e,n,t,r){var a=r?"":I.classPrefix,i='<span class="'+a,o=t?"":C;return i+=e+'">',i+n+o}function h(){var e,t,r,a;if(!E.k)return n(k);for(a="",t=0,E.lR.lastIndex=0,r=E.lR.exec(k);r;)a+=n(k.substring(t,r.index)),e=l(E,r),e?(B+=e[1],a+=p(e[0],n(r[0]))):a+=n(r[0]),t=E.lR.lastIndex,r=E.lR.exec(k);return a+n(k.substr(t))}function d(){var e="string"==typeof E.sL;if(e&&!y[E.sL])return n(k);var t=e?f(E.sL,k,!0,x[E.sL]):g(k,E.sL.length?E.sL:void 0);return E.r>0&&(B+=t.r),e&&(x[E.sL]=t.top),p(t.language,t.value,!1,!0)}function b(){L+=null!=E.sL?d():h(),k=""}function v(e){L+=e.cN?p(e.cN,"",!0):"",E=Object.create(e,{parent:{value:E}})}function m(e,n){if(k+=e,null==n)return b(),0;var t=o(n,E);if(t)return t.skip?k+=n:(t.eB&&(k+=n),b(),t.rB||t.eB||(k=n)),v(t,n),t.rB?0:n.length;var r=u(E,n);if(r){var a=E;a.skip?k+=n:(a.rE||a.eE||(k+=n),b(),a.eE&&(k=n));do E.cN&&(L+=C),E.skip||(B+=E.r),E=E.parent;while(E!==r.parent);return r.starts&&v(r.starts,""),a.rE?0:n.length}if(c(n,E))throw new Error('Illegal lexeme "'+n+'" for mode "'+(E.cN||"<unnamed>")+'"');return k+=n,n.length||1}var N=w(e);if(!N)throw new Error('Unknown language: "'+e+'"');s(N);var R,E=i||N,x={},L="";for(R=E;R!==N;R=R.parent)R.cN&&(L=p(R.cN,"",!0)+L);var k="",B=0;try{for(var M,j,O=0;;){if(E.t.lastIndex=O,M=E.t.exec(t),!M)break;j=m(t.substring(O,M.index),M[0]),O=M.index+j}for(m(t.substr(O)),R=E;R.parent;R=R.parent)R.cN&&(L+=C);return{r:B,value:L,language:e,top:E}}catch(T){if(T.message&&-1!==T.message.indexOf("Illegal"))return{r:0,value:n(t)};throw T}}function g(e,t){t=t||I.languages||x(y);var r={r:0,value:n(e)},a=r;return t.filter(w).forEach(function(n){var t=f(n,e,!1);t.language=n,t.r>a.r&&(a=t),t.r>r.r&&(a=r,r=t)}),a.language&&(r.second_best=a),r}function p(e){return I.tabReplace||I.useBR?e.replace(M,function(e,n){return I.useBR&&"\n"===e?"<br>":I.tabReplace?n.replace(/\t/g,I.tabReplace):""}):e}function h(e,n,t){var r=n?L[n]:t,a=[e.trim()];return e.match(/\bhljs\b/)||a.push("hljs"),-1===e.indexOf(r)&&a.push(r),a.join(" ").trim()}function d(e){var n,t,r,o,l,s=i(e);a(s)||(I.useBR?(n=document.createElementNS("http://www.w3.org/1999/xhtml","div"),n.innerHTML=e.innerHTML.replace(/\n/g,"").replace(/<br[ \/]*>/g,"\n")):n=e,l=n.textContent,r=s?f(s,l,!0):g(l),t=u(n),t.length&&(o=document.createElementNS("http://www.w3.org/1999/xhtml","div"),o.innerHTML=r.value,r.value=c(t,u(o),l)),r.value=p(r.value),e.innerHTML=r.value,e.className=h(e.className,s,r.language),e.result={language:r.language,re:r.r},r.second_best&&(e.second_best={language:r.second_best.language,re:r.second_best.r}))}function b(e){I=o(I,e)}function v(){if(!v.called){v.called=!0;var e=document.querySelectorAll("pre code");E.forEach.call(e,d)}}function m(){addEventListener("DOMContentLoaded",v,!1),addEventListener("load",v,!1)}function N(n,t){var r=y[n]=t(e);r.aliases&&r.aliases.forEach(function(e){L[e]=n})}function R(){return x(y)}function w(e){return e=(e||"").toLowerCase(),y[e]||y[L[e]]}var E=[],x=Object.keys,y={},L={},k=/^(no-?highlight|plain|text)$/i,B=/\blang(?:uage)?-([\w-]+)\b/i,M=/((^(<[^>]+>|\t|)+|(?:\n)))/gm,C="</span>",I={classPrefix:"hljs-",tabReplace:null,useBR:!1,languages:void 0};return e.highlight=f,e.highlightAuto=g,e.fixMarkup=p,e.highlightBlock=d,e.configure=b,e.initHighlighting=v,e.initHighlightingOnLoad=m,e.registerLanguage=N,e.listLanguages=R,e.getLanguage=w,e.inherit=o,e.IR="[a-zA-Z]\\w*",e.UIR="[a-zA-Z_]\\w*",e.NR="\\b\\d+(\\.\\d+)?",e.CNR="(-?)(\\b0[xX][a-fA-F0-9]+|(\\b\\d+(\\.\\d*)?|\\.\\d+)([eE][-+]?\\d+)?)",e.BNR="\\b(0b[01]+)",e.RSR="!|!=|!==|%|%=|&|&&|&=|\\*|\\*=|\\+|\\+=|,|-|-=|/=|/|:|;|<<|<<=|<=|<|===|==|=|>>>=|>>=|>=|>>>|>>|>|\\?|\\[|\\{|\\(|\\^|\\^=|\\||\\|=|\\|\\||~",e.BE={b:"\\\\[\\s\\S]",r:0},e.ASM={cN:"string",b:"'",e:"'",i:"\\n",c:[e.BE]},e.QSM={cN:"string",b:'"',e:'"',i:"\\n",c:[e.BE]},e.PWM={b:/\b(a|an|the|are|I'm|isn't|don't|doesn't|won't|but|just|should|pretty|simply|enough|gonna|going|wtf|so|such|will|you|your|they|like|more)\b/},e.C=function(n,t,r){var a=e.inherit({cN:"comment",b:n,e:t,c:[]},r||{});return a.c.push(e.PWM),a.c.push({cN:"doctag",b:"(?:TODO|FIXME|NOTE|BUG|XXX):",r:0}),a},e.CLCM=e.C("//","$"),e.CBCM=e.C("/\\*","\\*/"),e.HCM=e.C("#","$"),e.NM={cN:"number",b:e.NR,r:0},e.CNM={cN:"number",b:e.CNR,r:0},e.BNM={cN:"number",b:e.BNR,r:0},e.CSSNM={cN:"number",b:e.NR+"(%|em|ex|ch|rem|vw|vh|vmin|vmax|cm|mm|in|pt|pc|px|deg|grad|rad|turn|s|ms|Hz|kHz|dpi|dpcm|dppx)?",r:0},e.RM={cN:"regexp",b:/\//,e:/\/[gimuy]*/,i:/\n/,c:[e.BE,{b:/\[/,e:/\]/,r:0,c:[e.BE]}]},e.TM={cN:"title",b:e.IR,r:0},e.UTM={cN:"title",b:e.UIR,r:0},e.METHOD_GUARD={b:"\\.\\s*"+e.UIR,r:0},e});hljs.registerLanguage("sql",function(e){var t=e.C("--","$");return{cI:!0,i:/[<>{}*#]/,c:[{bK:"begin end start commit rollback savepoint lock alter create drop rename call delete do handler insert load replace select truncate update set show pragma grant merge describe use explain help declare prepare execute deallocate release unlock purge reset change stop analyze cache flush optimize repair kill install uninstall checksum restore check backup revoke comment",e:/;/,eW:!0,l:/[\w\.]+/,k:{keyword:"abort abs absolute acc acce accep accept access accessed accessible account acos action activate add addtime admin administer advanced advise aes_decrypt aes_encrypt after agent aggregate ali alia alias allocate allow alter always analyze ancillary and any anydata anydataset anyschema anytype apply archive archived archivelog are as asc ascii asin assembly assertion associate asynchronous at atan atn2 attr attri attrib attribu attribut attribute attributes audit authenticated authentication authid authors auto autoallocate autodblink autoextend automatic availability avg backup badfile basicfile before begin beginning benchmark between bfile bfile_base big bigfile bin binary_double binary_float binlog bit_and bit_count bit_length bit_or bit_xor bitmap blob_base block blocksize body both bound buffer_cache buffer_pool build bulk by byte byteordermark bytes cache caching call calling cancel capacity cascade cascaded case cast catalog category ceil ceiling chain change changed char_base char_length character_length characters characterset charindex charset charsetform charsetid check checksum checksum_agg child choose chr chunk class cleanup clear client clob clob_base clone close cluster_id cluster_probability cluster_set clustering coalesce coercibility col collate collation collect colu colum column column_value columns columns_updated comment commit compact compatibility compiled complete composite_limit compound compress compute concat concat_ws concurrent confirm conn connec connect connect_by_iscycle connect_by_isleaf connect_by_root connect_time connection consider consistent constant constraint constraints constructor container content contents context contributors controlfile conv convert convert_tz corr corr_k corr_s corresponding corruption cos cost count count_big counted covar_pop covar_samp cpu_per_call cpu_per_session crc32 create creation critical cross cube cume_dist curdate current current_date current_time current_timestamp current_user cursor curtime customdatum cycle data database databases datafile datafiles datalength date_add date_cache date_format date_sub dateadd datediff datefromparts datename datepart datetime2fromparts day day_to_second dayname dayofmonth dayofweek dayofyear days db_role_change dbtimezone ddl deallocate declare decode decompose decrement decrypt deduplicate def defa defau defaul default defaults deferred defi defin define degrees delayed delegate delete delete_all delimited demand dense_rank depth dequeue des_decrypt des_encrypt des_key_file desc descr descri describ describe descriptor deterministic diagnostics difference dimension direct_load directory disable disable_all disallow disassociate discardfile disconnect diskgroup distinct distinctrow distribute distributed div do document domain dotnet double downgrade drop dumpfile duplicate duration each edition editionable editions element ellipsis else elsif elt empty enable enable_all enclosed encode encoding encrypt end end-exec endian enforced engine engines enqueue enterprise entityescaping eomonth error errors escaped evalname evaluate event eventdata events except exception exceptions exchange exclude excluding execu execut execute exempt exists exit exp expire explain export export_set extended extent external external_1 external_2 externally extract failed failed_login_attempts failover failure far fast feature_set feature_value fetch field fields file file_name_convert filesystem_like_logging final finish first first_value fixed flash_cache flashback floor flush following follows for forall force form forma format found found_rows freelist freelists freepools fresh from from_base64 from_days ftp full function general generated get get_format get_lock getdate getutcdate global global_name globally go goto grant grants greatest group group_concat group_id grouping grouping_id groups gtid_subtract guarantee guard handler hash hashkeys having hea head headi headin heading heap help hex hierarchy high high_priority hosts hour http id ident_current ident_incr ident_seed identified identity idle_time if ifnull ignore iif ilike ilm immediate import in include including increment index indexes indexing indextype indicator indices inet6_aton inet6_ntoa inet_aton inet_ntoa infile initial initialized initially initrans inmemory inner innodb input insert install instance instantiable instr interface interleaved intersect into invalidate invisible is is_free_lock is_ipv4 is_ipv4_compat is_not is_not_null is_used_lock isdate isnull isolation iterate java join json json_exists keep keep_duplicates key keys kill language large last last_day last_insert_id last_value lax lcase lead leading least leaves left len lenght length less level levels library like like2 like4 likec limit lines link list listagg little ln load load_file lob lobs local localtime localtimestamp locate locator lock locked log log10 log2 logfile logfiles logging logical logical_reads_per_call logoff logon logs long loop low low_priority lower lpad lrtrim ltrim main make_set makedate maketime managed management manual map mapping mask master master_pos_wait match matched materialized max maxextents maximize maxinstances maxlen maxlogfiles maxloghistory maxlogmembers maxsize maxtrans md5 measures median medium member memcompress memory merge microsecond mid migration min minextents minimum mining minus minute minvalue missing mod mode model modification modify module monitoring month months mount move movement multiset mutex name name_const names nan national native natural nav nchar nclob nested never new newline next nextval no no_write_to_binlog noarchivelog noaudit nobadfile nocheck nocompress nocopy nocycle nodelay nodiscardfile noentityescaping noguarantee nokeep nologfile nomapping nomaxvalue nominimize nominvalue nomonitoring none noneditionable nonschema noorder nopr nopro noprom nopromp noprompt norely noresetlogs noreverse normal norowdependencies noschemacheck noswitch not nothing notice notrim novalidate now nowait nth_value nullif nulls num numb numbe nvarchar nvarchar2 object ocicoll ocidate ocidatetime ociduration ociinterval ociloblocator ocinumber ociref ocirefcursor ocirowid ocistring ocitype oct octet_length of off offline offset oid oidindex old on online only opaque open operations operator optimal optimize option optionally or oracle oracle_date oradata ord ordaudio orddicom orddoc order ordimage ordinality ordvideo organization orlany orlvary out outer outfile outline output over overflow overriding package pad parallel parallel_enable parameters parent parse partial partition partitions pascal passing password password_grace_time password_lock_time password_reuse_max password_reuse_time password_verify_function patch path patindex pctincrease pctthreshold pctused pctversion percent percent_rank percentile_cont percentile_disc performance period period_add period_diff permanent physical pi pipe pipelined pivot pluggable plugin policy position post_transaction pow power pragma prebuilt precedes preceding precision prediction prediction_cost prediction_details prediction_probability prediction_set prepare present preserve prior priority private private_sga privileges procedural procedure procedure_analyze processlist profiles project prompt protection public publishingservername purge quarter query quick quiesce quota quotename radians raise rand range rank raw read reads readsize rebuild record records recover recovery recursive recycle redo reduced ref reference referenced references referencing refresh regexp_like register regr_avgx regr_avgy regr_count regr_intercept regr_r2 regr_slope regr_sxx regr_sxy reject rekey relational relative relaylog release release_lock relies_on relocate rely rem remainder rename repair repeat replace replicate replication required reset resetlogs resize resource respect restore restricted result result_cache resumable resume retention return returning returns reuse reverse revoke right rlike role roles rollback rolling rollup round row row_count rowdependencies rowid rownum rows rtrim rules safe salt sample save savepoint sb1 sb2 sb4 scan schema schemacheck scn scope scroll sdo_georaster sdo_topo_geometry search sec_to_time second section securefile security seed segment select self sequence sequential serializable server servererror session session_user sessions_per_user set sets settings sha sha1 sha2 share shared shared_pool short show shrink shutdown si_averagecolor si_colorhistogram si_featurelist si_positionalcolor si_stillimage si_texture siblings sid sign sin size size_t sizes skip slave sleep smalldatetimefromparts smallfile snapshot some soname sort soundex source space sparse spfile split sql sql_big_result sql_buffer_result sql_cache sql_calc_found_rows sql_small_result sql_variant_property sqlcode sqldata sqlerror sqlname sqlstate sqrt square standalone standby start starting startup statement static statistics stats_binomial_test stats_crosstab stats_ks_test stats_mode stats_mw_test stats_one_way_anova stats_t_test_ stats_t_test_indep stats_t_test_one stats_t_test_paired stats_wsr_test status std stddev stddev_pop stddev_samp stdev stop storage store stored str str_to_date straight_join strcmp strict string struct stuff style subdate subpartition subpartitions substitutable substr substring subtime subtring_index subtype success sum suspend switch switchoffset switchover sync synchronous synonym sys sys_xmlagg sysasm sysaux sysdate sysdatetimeoffset sysdba sysoper system system_user sysutcdatetime table tables tablespace tan tdo template temporary terminated tertiary_weights test than then thread through tier ties time time_format time_zone timediff timefromparts timeout timestamp timestampadd timestampdiff timezone_abbr timezone_minute timezone_region to to_base64 to_date to_days to_seconds todatetimeoffset trace tracking transaction transactional translate translation treat trigger trigger_nestlevel triggers trim truncate try_cast try_convert try_parse type ub1 ub2 ub4 ucase unarchived unbounded uncompress under undo unhex unicode uniform uninstall union unique unix_timestamp unknown unlimited unlock unpivot unrecoverable unsafe unsigned until untrusted unusable unused update updated upgrade upped upper upsert url urowid usable usage use use_stored_outlines user user_data user_resources users using utc_date utc_timestamp uuid uuid_short validate validate_password_strength validation valist value values var var_samp varcharc vari varia variab variabl variable variables variance varp varraw varrawc varray verify version versions view virtual visible void wait wallet warning warnings week weekday weekofyear wellformed when whene whenev wheneve whenever where while whitespace with within without work wrapped xdb xml xmlagg xmlattributes xmlcast xmlcolattval xmlelement xmlexists xmlforest xmlindex xmlnamespaces xmlpi xmlquery xmlroot xmlschema xmlserialize xmltable xmltype xor year year_to_month years yearweek",literal:"true false null",built_in:"array bigint binary bit blob boolean char character date dec decimal float int int8 integer interval number numeric real record serial serial8 smallint text varchar varying void"},c:[{cN:"string",b:"'",e:"'",c:[e.BE,{b:"''"}]},{cN:"string",b:'"',e:'"',c:[e.BE,{b:'""'}]},{cN:"string",b:"`",e:"`",c:[e.BE]},e.CNM,e.CBCM,t]},e.CBCM,t]}});hljs.registerLanguage("r",function(e){var r="([a-zA-Z]|\\.[a-zA-Z.])[a-zA-Z0-9._]*";return{c:[e.HCM,{b:r,l:r,k:{keyword:"function if in break next repeat else for return switch while try tryCatch stop warning require library attach detach source setMethod setGeneric setGroupGeneric setClass ...",literal:"NULL NA TRUE FALSE T F Inf NaN NA_integer_|10 NA_real_|10 NA_character_|10 NA_complex_|10"},r:0},{cN:"number",b:"0[xX][0-9a-fA-F]+[Li]?\\b",r:0},{cN:"number",b:"\\d+(?:[eE][+\\-]?\\d*)?L\\b",r:0},{cN:"number",b:"\\d+\\.(?!\\d)(?:i\\b)?",r:0},{cN:"number",b:"\\d+(?:\\.\\d*)?(?:[eE][+\\-]?\\d*)?i?\\b",r:0},{cN:"number",b:"\\.\\d+(?:[eE][+\\-]?\\d*)?i?\\b",r:0},{b:"`",e:"`",r:0},{cN:"string",c:[e.BE],v:[{b:'"',e:'"'},{b:"'",e:"'"}]}]}});hljs.registerLanguage("perl",function(e){var t="getpwent getservent quotemeta msgrcv scalar kill dbmclose undef lc ma syswrite tr send umask sysopen shmwrite vec qx utime local oct semctl localtime readpipe do return format read sprintf dbmopen pop getpgrp not getpwnam rewinddir qqfileno qw endprotoent wait sethostent bless s|0 opendir continue each sleep endgrent shutdown dump chomp connect getsockname die socketpair close flock exists index shmgetsub for endpwent redo lstat msgctl setpgrp abs exit select print ref gethostbyaddr unshift fcntl syscall goto getnetbyaddr join gmtime symlink semget splice x|0 getpeername recv log setsockopt cos last reverse gethostbyname getgrnam study formline endhostent times chop length gethostent getnetent pack getprotoent getservbyname rand mkdir pos chmod y|0 substr endnetent printf next open msgsnd readdir use unlink getsockopt getpriority rindex wantarray hex system getservbyport endservent int chr untie rmdir prototype tell listen fork shmread ucfirst setprotoent else sysseek link getgrgid shmctl waitpid unpack getnetbyname reset chdir grep split require caller lcfirst until warn while values shift telldir getpwuid my getprotobynumber delete and sort uc defined srand accept package seekdir getprotobyname semop our rename seek if q|0 chroot sysread setpwent no crypt getc chown sqrt write setnetent setpriority foreach tie sin msgget map stat getlogin unless elsif truncate exec keys glob tied closedirioctl socket readlink eval xor readline binmode setservent eof ord bind alarm pipe atan2 getgrent exp time push setgrent gt lt or ne m|0 break given say state when",r={cN:"subst",b:"[$@]\\{",e:"\\}",k:t},s={b:"->{",e:"}"},n={v:[{b:/\$\d/},{b:/[\$%@](\^\w\b|#\w+(::\w+)*|{\w+}|\w+(::\w*)*)/},{b:/[\$%@][^\s\w{]/,r:0}]},i=[e.BE,r,n],o=[n,e.HCM,e.C("^\\=\\w","\\=cut",{eW:!0}),s,{cN:"string",c:i,v:[{b:"q[qwxr]?\\s*\\(",e:"\\)",r:5},{b:"q[qwxr]?\\s*\\[",e:"\\]",r:5},{b:"q[qwxr]?\\s*\\{",e:"\\}",r:5},{b:"q[qwxr]?\\s*\\|",e:"\\|",r:5},{b:"q[qwxr]?\\s*\\<",e:"\\>",r:5},{b:"qw\\s+q",e:"q",r:5},{b:"'",e:"'",c:[e.BE]},{b:'"',e:'"'},{b:"`",e:"`",c:[e.BE]},{b:"{\\w+}",c:[],r:0},{b:"-?\\w+\\s*\\=\\>",c:[],r:0}]},{cN:"number",b:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",r:0},{b:"(\\/\\/|"+e.RSR+"|\\b(split|return|print|reverse|grep)\\b)\\s*",k:"split return print reverse grep",r:0,c:[e.HCM,{cN:"regexp",b:"(s|tr|y)/(\\\\.|[^/])*/(\\\\.|[^/])*/[a-z]*",r:10},{cN:"regexp",b:"(m|qr)?/",e:"/[a-z]*",c:[e.BE],r:0}]},{cN:"function",bK:"sub",e:"(\\s*\\(.*?\\))?[;{]",eE:!0,r:5,c:[e.TM]},{b:"-\\w\\b",r:0},{b:"^__DATA__$",e:"^__END__$",sL:"mojolicious",c:[{b:"^@@.*",e:"$",cN:"comment"}]}];return r.c=o,s.c=o,{aliases:["pl","pm"],l:/[\w\.]+/,k:t,c:o}});hljs.registerLanguage("ini",function(e){var b={cN:"string",c:[e.BE],v:[{b:"'''",e:"'''",r:10},{b:'"""',e:'"""',r:10},{b:'"',e:'"'},{b:"'",e:"'"}]};return{aliases:["toml"],cI:!0,i:/\S/,c:[e.C(";","$"),e.HCM,{cN:"section",b:/^\s*\[+/,e:/\]+/},{b:/^[a-z0-9\[\]_-]+\s*=\s*/,e:"$",rB:!0,c:[{cN:"attr",b:/[a-z0-9\[\]_-]+/},{b:/=/,eW:!0,r:0,c:[{cN:"literal",b:/\bon|off|true|false|yes|no\b/},{cN:"variable",v:[{b:/\$[\w\d"][\w\d_]*/},{b:/\$\{(.*?)}/}]},b,{cN:"number",b:/([\+\-]+)?[\d]+_[\d_]+/},e.NM]}]}]}});hljs.registerLanguage("diff",function(e){return{aliases:["patch"],c:[{cN:"meta",r:10,v:[{b:/^@@ +\-\d+,\d+ +\+\d+,\d+ +@@$/},{b:/^\*\*\* +\d+,\d+ +\*\*\*\*$/},{b:/^\-\-\- +\d+,\d+ +\-\-\-\-$/}]},{cN:"comment",v:[{b:/Index: /,e:/$/},{b:/={3,}/,e:/$/},{b:/^\-{3}/,e:/$/},{b:/^\*{3} /,e:/$/},{b:/^\+{3}/,e:/$/},{b:/\*{5}/,e:/\*{5}$/}]},{cN:"addition",b:"^\\+",e:"$"},{cN:"deletion",b:"^\\-",e:"$"},{cN:"addition",b:"^\\!",e:"$"}]}});hljs.registerLanguage("go",function(e){var t={keyword:"break default func interface select case map struct chan else goto package switch const fallthrough if range type continue for import return var go defer bool byte complex64 complex128 float32 float64 int8 int16 int32 int64 string uint8 uint16 uint32 uint64 int uint uintptr rune",literal:"true false iota nil",built_in:"append cap close complex copy imag len make new panic print println real recover delete"};return{aliases:["golang"],k:t,i:"</",c:[e.CLCM,e.CBCM,{cN:"string",v:[e.QSM,{b:"'",e:"[^\\\\]'"},{b:"`",e:"`"}]},{cN:"number",v:[{b:e.CNR+"[dflsi]",r:1},e.CNM]},{b:/:=/},{cN:"function",bK:"func",e:/\s*\{/,eE:!0,c:[e.TM,{cN:"params",b:/\(/,e:/\)/,k:t,i:/["']/}]}]}});hljs.registerLanguage("bash",function(e){var t={cN:"variable",v:[{b:/\$[\w\d#@][\w\d_]*/},{b:/\$\{(.*?)}/}]},s={cN:"string",b:/"/,e:/"/,c:[e.BE,t,{cN:"variable",b:/\$\(/,e:/\)/,c:[e.BE]}]},a={cN:"string",b:/'/,e:/'/};return{aliases:["sh","zsh"],l:/\b-?[a-z\._]+\b/,k:{keyword:"if then else elif fi for while in do done case esac function",literal:"true false",built_in:"break cd continue eval exec exit export getopts hash pwd readonly return shift test times trap umask unset alias bind builtin caller command declare echo enable help let local logout mapfile printf read readarray source type typeset ulimit unalias set shopt autoload bg bindkey bye cap chdir clone comparguments compcall compctl compdescribe compfiles compgroups compquote comptags comptry compvalues dirs disable disown echotc echoti emulate fc fg float functions getcap getln history integer jobs kill limit log noglob popd print pushd pushln rehash sched setcap setopt stat suspend ttyctl unfunction unhash unlimit unsetopt vared wait whence where which zcompile zformat zftp zle zmodload zparseopts zprof zpty zregexparse zsocket zstyle ztcp",_:"-ne -eq -lt -gt -f -d -e -s -l -a"},c:[{cN:"meta",b:/^#![^\n]+sh\s*$/,r:10},{cN:"function",b:/\w[\w\d_]*\s*\(\s*\)\s*\{/,rB:!0,c:[e.inherit(e.TM,{b:/\w[\w\d_]*/})],r:0},e.HCM,s,a,t]}});hljs.registerLanguage("python",function(e){var r={keyword:"and elif is global as in if from raise for except finally print import pass return exec else break not with class assert yield try while continue del or def lambda async await nonlocal|10 None True False",built_in:"Ellipsis NotImplemented"},b={cN:"meta",b:/^(>>>|\.\.\.) /},c={cN:"subst",b:/\{/,e:/\}/,k:r,i:/#/},a={cN:"string",c:[e.BE],v:[{b:/(u|b)?r?'''/,e:/'''/,c:[b],r:10},{b:/(u|b)?r?"""/,e:/"""/,c:[b],r:10},{b:/(fr|rf|f)'''/,e:/'''/,c:[b,c]},{b:/(fr|rf|f)"""/,e:/"""/,c:[b,c]},{b:/(u|r|ur)'/,e:/'/,r:10},{b:/(u|r|ur)"/,e:/"/,r:10},{b:/(b|br)'/,e:/'/},{b:/(b|br)"/,e:/"/},{b:/(fr|rf|f)'/,e:/'/,c:[c]},{b:/(fr|rf|f)"/,e:/"/,c:[c]},e.ASM,e.QSM]},s={cN:"number",r:0,v:[{b:e.BNR+"[lLjJ]?"},{b:"\\b(0o[0-7]+)[lLjJ]?"},{b:e.CNR+"[lLjJ]?"}]},i={cN:"params",b:/\(/,e:/\)/,c:["self",b,s,a]};return c.c=[a,s,b],{aliases:["py","gyp"],k:r,i:/(<\/|->|\?)|=>/,c:[b,s,a,e.HCM,{v:[{cN:"function",bK:"def"},{cN:"class",bK:"class"}],e:/:/,i:/[${=;\n,]/,c:[e.UTM,i,{b:/->/,eW:!0,k:"None"}]},{cN:"meta",b:/^[\t ]*@/,e:/$/},{b:/\b(print|exec)\(/}]}});hljs.registerLanguage("julia",function(e){var r={keyword:"in isa where baremodule begin break catch ccall const continue do else elseif end export false finally for function global if import importall let local macro module quote return true try using while type immutable abstract bitstype typealias ",literal:"true false ARGS C_NULL DevNull ENDIAN_BOM ENV I Inf Inf16 Inf32 Inf64 InsertionSort JULIA_HOME LOAD_PATH MergeSort NaN NaN16 NaN32 NaN64 PROGRAM_FILE QuickSort RoundDown RoundFromZero RoundNearest RoundNearestTiesAway RoundNearestTiesUp RoundToZero RoundUp STDERR STDIN STDOUT VERSION catalan e|0 eu|0 eulergamma golden im nothing pi γ π φ ",built_in:"ANY AbstractArray AbstractChannel AbstractFloat AbstractMatrix AbstractRNG AbstractSerializer AbstractSet AbstractSparseArray AbstractSparseMatrix AbstractSparseVector AbstractString AbstractUnitRange AbstractVecOrMat AbstractVector Any ArgumentError Array AssertionError Associative Base64DecodePipe Base64EncodePipe Bidiagonal BigFloat BigInt BitArray BitMatrix BitVector Bool BoundsError BufferStream CachingPool CapturedException CartesianIndex CartesianRange Cchar Cdouble Cfloat Channel Char Cint Cintmax_t Clong Clonglong ClusterManager Cmd CodeInfo Colon Complex Complex128 Complex32 Complex64 CompositeException Condition ConjArray ConjMatrix ConjVector Cptrdiff_t Cshort Csize_t Cssize_t Cstring Cuchar Cuint Cuintmax_t Culong Culonglong Cushort Cwchar_t Cwstring DataType Date DateFormat DateTime DenseArray DenseMatrix DenseVecOrMat DenseVector Diagonal Dict DimensionMismatch Dims DirectIndexString Display DivideError DomainError EOFError EachLine Enum Enumerate ErrorException Exception ExponentialBackOff Expr Factorization FileMonitor Float16 Float32 Float64 Function Future GlobalRef GotoNode HTML Hermitian IO IOBuffer IOContext IOStream IPAddr IPv4 IPv6 IndexCartesian IndexLinear IndexStyle InexactError InitError Int Int128 Int16 Int32 Int64 Int8 IntSet Integer InterruptException InvalidStateException Irrational KeyError LabelNode LinSpace LineNumberNode LoadError LowerTriangular MIME Matrix MersenneTwister Method MethodError MethodTable Module NTuple NewvarNode NullException Nullable Number ObjectIdDict OrdinalRange OutOfMemoryError OverflowError Pair ParseError PartialQuickSort PermutedDimsArray Pipe PollingFileWatcher ProcessExitedException Ptr QuoteNode RandomDevice Range RangeIndex Rational RawFD ReadOnlyMemoryError Real ReentrantLock Ref Regex RegexMatch RemoteChannel RemoteException RevString RoundingMode RowVector SSAValue SegmentationFault SerializationState Set SharedArray SharedMatrix SharedVector Signed SimpleVector Slot SlotNumber SparseMatrixCSC SparseVector StackFrame StackOverflowError StackTrace StepRange StepRangeLen StridedArray StridedMatrix StridedVecOrMat StridedVector String SubArray SubString SymTridiagonal Symbol Symmetric SystemError TCPSocket Task Text TextDisplay Timer Tridiagonal Tuple Type TypeError TypeMapEntry TypeMapLevel TypeName TypeVar TypedSlot UDPSocket UInt UInt128 UInt16 UInt32 UInt64 UInt8 UndefRefError UndefVarError UnicodeError UniformScaling Union UnionAll UnitRange Unsigned UpperTriangular Val Vararg VecElement VecOrMat Vector VersionNumber Void WeakKeyDict WeakRef WorkerConfig WorkerPool "},t="[A-Za-z_\\u00A1-\\uFFFF][A-Za-z_0-9\\u00A1-\\uFFFF]*",a={l:t,k:r,i:/<\//},n={cN:"number",b:/(\b0x[\d_]*(\.[\d_]*)?|0x\.\d[\d_]*)p[-+]?\d+|\b0[box][a-fA-F0-9][a-fA-F0-9_]*|(\b\d[\d_]*(\.[\d_]*)?|\.\d[\d_]*)([eEfF][-+]?\d+)?/,r:0},o={cN:"string",b:/'(.|\\[xXuU][a-zA-Z0-9]+)'/},i={cN:"subst",b:/\$\(/,e:/\)/,k:r},l={cN:"variable",b:"\\$"+t},c={cN:"string",c:[e.BE,i,l],v:[{b:/\w*"""/,e:/"""\w*/,r:10},{b:/\w*"/,e:/"\w*/}]},s={cN:"string",c:[e.BE,i,l],b:"`",e:"`"},d={cN:"meta",b:"@"+t},u={cN:"comment",v:[{b:"#=",e:"=#",r:10},{b:"#",e:"$"}]};return a.c=[n,o,c,s,d,u,e.HCM,{cN:"keyword",b:"\\b(((abstract|primitive)\\s+)type|(mutable\\s+)?struct)\\b"},{b:/<:/}],i.c=a.c,a});hljs.registerLanguage("coffeescript",function(e){var c={keyword:"in if for while finally new do return else break catch instanceof throw try this switch continue typeof delete debugger super yield import export from as default await then unless until loop of by when and or is isnt not",literal:"true false null undefined yes no on off",built_in:"npm require console print module global window document"},n="[A-Za-z$_][0-9A-Za-z$_]*",r={cN:"subst",b:/#\{/,e:/}/,k:c},i=[e.BNM,e.inherit(e.CNM,{starts:{e:"(\\s*/)?",r:0}}),{cN:"string",v:[{b:/'''/,e:/'''/,c:[e.BE]},{b:/'/,e:/'/,c:[e.BE]},{b:/"""/,e:/"""/,c:[e.BE,r]},{b:/"/,e:/"/,c:[e.BE,r]}]},{cN:"regexp",v:[{b:"///",e:"///",c:[r,e.HCM]},{b:"//[gim]*",r:0},{b:/\/(?![ *])(\\\/|.)*?\/[gim]*(?=\W|$)/}]},{b:"@"+n},{sL:"javascript",eB:!0,eE:!0,v:[{b:"```",e:"```"},{b:"`",e:"`"}]}];r.c=i;var s=e.inherit(e.TM,{b:n}),t="(\\(.*\\))?\\s*\\B[-=]>",o={cN:"params",b:"\\([^\\(]",rB:!0,c:[{b:/\(/,e:/\)/,k:c,c:["self"].concat(i)}]};return{aliases:["coffee","cson","iced"],k:c,i:/\/\*/,c:i.concat([e.C("###","###"),e.HCM,{cN:"function",b:"^\\s*"+n+"\\s*=\\s*"+t,e:"[-=]>",rB:!0,c:[s,o]},{b:/[:\(,=]\s*/,r:0,c:[{cN:"function",b:t,e:"[-=]>",rB:!0,c:[o]}]},{cN:"class",bK:"class",e:"$",i:/[:="\[\]]/,c:[{bK:"extends",eW:!0,i:/[:="\[\]]/,c:[s]},s]},{b:n+":",e:":",rB:!0,rE:!0,r:0}])}});hljs.registerLanguage("cpp",function(t){var e={cN:"keyword",b:"\\b[a-z\\d_]*_t\\b"},r={cN:"string",v:[{b:'(u8?|U)?L?"',e:'"',i:"\\n",c:[t.BE]},{b:'(u8?|U)?R"',e:'"',c:[t.BE]},{b:"'\\\\?.",e:"'",i:"."}]},s={cN:"number",v:[{b:"\\b(0b[01']+)"},{b:"(-?)\\b([\\d']+(\\.[\\d']*)?|\\.[\\d']+)(u|U|l|L|ul|UL|f|F|b|B)"},{b:"(-?)(\\b0[xX][a-fA-F0-9']+|(\\b[\\d']+(\\.[\\d']*)?|\\.[\\d']+)([eE][-+]?[\\d']+)?)"}],r:0},i={cN:"meta",b:/#\s*[a-z]+\b/,e:/$/,k:{"meta-keyword":"if else elif endif define undef warning error line pragma ifdef ifndef include"},c:[{b:/\\\n/,r:0},t.inherit(r,{cN:"meta-string"}),{cN:"meta-string",b:/<[^\n>]*>/,e:/$/,i:"\\n"},t.CLCM,t.CBCM]},a=t.IR+"\\s*\\(",c={keyword:"int float while private char catch import module export virtual operator sizeof dynamic_cast|10 typedef const_cast|10 const for static_cast|10 union namespace unsigned long volatile static protected bool template mutable if public friend do goto auto void enum else break extern using asm case typeid short reinterpret_cast|10 default double register explicit signed typename try this switch continue inline delete alignof constexpr decltype noexcept static_assert thread_local restrict _Bool complex _Complex _Imaginary atomic_bool atomic_char atomic_schar atomic_uchar atomic_short atomic_ushort atomic_int atomic_uint atomic_long atomic_ulong atomic_llong atomic_ullong new throw return and or not",built_in:"std string cin cout cerr clog stdin stdout stderr stringstream istringstream ostringstream auto_ptr deque list queue stack vector map set bitset multiset multimap unordered_set unordered_map unordered_multiset unordered_multimap array shared_ptr abort abs acos asin atan2 atan calloc ceil cosh cos exit exp fabs floor fmod fprintf fputs free frexp fscanf isalnum isalpha iscntrl isdigit isgraph islower isprint ispunct isspace isupper isxdigit tolower toupper labs ldexp log10 log malloc realloc memchr memcmp memcpy memset modf pow printf putchar puts scanf sinh sin snprintf sprintf sqrt sscanf strcat strchr strcmp strcpy strcspn strlen strncat strncmp strncpy strpbrk strrchr strspn strstr tanh tan vfprintf vprintf vsprintf endl initializer_list unique_ptr",literal:"true false nullptr NULL"},n=[e,t.CLCM,t.CBCM,s,r];return{aliases:["c","cc","h","c++","h++","hpp"],k:c,i:"</",c:n.concat([i,{b:"\\b(deque|list|queue|stack|vector|map|set|bitset|multiset|multimap|unordered_map|unordered_set|unordered_multiset|unordered_multimap|array)\\s*<",e:">",k:c,c:["self",e]},{b:t.IR+"::",k:c},{v:[{b:/=/,e:/;/},{b:/\(/,e:/\)/},{bK:"new throw return else",e:/;/}],k:c,c:n.concat([{b:/\(/,e:/\)/,k:c,c:n.concat(["self"]),r:0}]),r:0},{cN:"function",b:"("+t.IR+"[\\*&\\s]+)+"+a,rB:!0,e:/[{;=]/,eE:!0,k:c,i:/[^\w\s\*&]/,c:[{b:a,rB:!0,c:[t.TM],r:0},{cN:"params",b:/\(/,e:/\)/,k:c,r:0,c:[t.CLCM,t.CBCM,r,s,e]},t.CLCM,t.CBCM,i]},{cN:"class",bK:"class struct",e:/[{;:]/,c:[{b:/</,e:/>/,c:["self"]},t.TM]}]),exports:{preprocessor:i,strings:r,k:c}}});hljs.registerLanguage("ruby",function(e){var b="[a-zA-Z_]\\w*[!?=]?|[-+~]\\@|<<|>>|=~|===?|<=>|[<>]=?|\\*\\*|[-/+%^&*~`|]|\\[\\]=?",r={keyword:"and then defined module in return redo if BEGIN retry end for self when next until do begin unless END rescue else break undef not super class case require yield alias while ensure elsif or include attr_reader attr_writer attr_accessor",literal:"true false nil"},c={cN:"doctag",b:"@[A-Za-z]+"},a={b:"#<",e:">"},s=[e.C("#","$",{c:[c]}),e.C("^\\=begin","^\\=end",{c:[c],r:10}),e.C("^__END__","\\n$")],n={cN:"subst",b:"#\\{",e:"}",k:r},t={cN:"string",c:[e.BE,n],v:[{b:/'/,e:/'/},{b:/"/,e:/"/},{b:/`/,e:/`/},{b:"%[qQwWx]?\\(",e:"\\)"},{b:"%[qQwWx]?\\[",e:"\\]"},{b:"%[qQwWx]?{",e:"}"},{b:"%[qQwWx]?<",e:">"},{b:"%[qQwWx]?/",e:"/"},{b:"%[qQwWx]?%",e:"%"},{b:"%[qQwWx]?-",e:"-"},{b:"%[qQwWx]?\\|",e:"\\|"},{b:/\B\?(\\\d{1,3}|\\x[A-Fa-f0-9]{1,2}|\\u[A-Fa-f0-9]{4}|\\?\S)\b/},{b:/<<(-?)\w+$/,e:/^\s*\w+$/}]},i={cN:"params",b:"\\(",e:"\\)",endsParent:!0,k:r},d=[t,a,{cN:"class",bK:"class module",e:"$|;",i:/=/,c:[e.inherit(e.TM,{b:"[A-Za-z_]\\w*(::\\w+)*(\\?|\\!)?"}),{b:"<\\s*",c:[{b:"("+e.IR+"::)?"+e.IR}]}].concat(s)},{cN:"function",bK:"def",e:"$|;",c:[e.inherit(e.TM,{b:b}),i].concat(s)},{b:e.IR+"::"},{cN:"symbol",b:e.UIR+"(\\!|\\?)?:",r:0},{cN:"symbol",b:":(?!\\s)",c:[t,{b:b}],r:0},{cN:"number",b:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",r:0},{b:"(\\$\\W)|((\\$|\\@\\@?)(\\w+))"},{cN:"params",b:/\|/,e:/\|/,k:r},{b:"("+e.RSR+"|unless)\\s*",k:"unless",c:[a,{cN:"regexp",c:[e.BE,n],i:/\n/,v:[{b:"/",e:"/[a-z]*"},{b:"%r{",e:"}[a-z]*"},{b:"%r\\(",e:"\\)[a-z]*"},{b:"%r!",e:"![a-z]*"},{b:"%r\\[",e:"\\][a-z]*"}]}].concat(s),r:0}].concat(s);n.c=d,i.c=d;var l="[>?]>",o="[\\w#]+\\(\\w+\\):\\d+:\\d+>",u="(\\w+-)?\\d+\\.\\d+\\.\\d(p\\d+)?[^>]+>",w=[{b:/^\s*=>/,starts:{e:"$",c:d}},{cN:"meta",b:"^("+l+"|"+o+"|"+u+")",starts:{e:"$",c:d}}];return{aliases:["rb","gemspec","podspec","thor","irb"],k:r,i:/\/\*/,c:s.concat(w).concat(d)}});hljs.registerLanguage("yaml",function(e){var b="true false yes no null",a="^[ \\-]*",r="[a-zA-Z_][\\w\\-]*",t={cN:"attr",v:[{b:a+r+":"},{b:a+'"'+r+'":'},{b:a+"'"+r+"':"}]},c={cN:"template-variable",v:[{b:"{{",e:"}}"},{b:"%{",e:"}"}]},l={cN:"string",r:0,v:[{b:/'/,e:/'/},{b:/"/,e:/"/},{b:/\S+/}],c:[e.BE,c]};return{cI:!0,aliases:["yml","YAML","yaml"],c:[t,{cN:"meta",b:"^---s*$",r:10},{cN:"string",b:"[\\|>] *$",rE:!0,c:l.c,e:t.v[0].b},{b:"<%[%=-]?",e:"[%-]?%>",sL:"ruby",eB:!0,eE:!0,r:0},{cN:"type",b:"!!"+e.UIR},{cN:"meta",b:"&"+e.UIR+"$"},{cN:"meta",b:"\\*"+e.UIR+"$"},{cN:"bullet",b:"^ *-",r:0},e.HCM,{bK:b,k:{literal:b}},e.CNM,l]}});hljs.registerLanguage("css",function(e){var c="[a-zA-Z-][a-zA-Z0-9_-]*",t={b:/[A-Z\_\.\-]+\s*:/,rB:!0,e:";",eW:!0,c:[{cN:"attribute",b:/\S/,e:":",eE:!0,starts:{eW:!0,eE:!0,c:[{b:/[\w-]+\(/,rB:!0,c:[{cN:"built_in",b:/[\w-]+/},{b:/\(/,e:/\)/,c:[e.ASM,e.QSM]}]},e.CSSNM,e.QSM,e.ASM,e.CBCM,{cN:"number",b:"#[0-9A-Fa-f]+"},{cN:"meta",b:"!important"}]}}]};return{cI:!0,i:/[=\/|'\$]/,c:[e.CBCM,{cN:"selector-id",b:/#[A-Za-z0-9_-]+/},{cN:"selector-class",b:/\.[A-Za-z0-9_-]+/},{cN:"selector-attr",b:/\[/,e:/\]/,i:"$"},{cN:"selector-pseudo",b:/:(:)?[a-zA-Z0-9\_\-\+\(\)"'.]+/},{b:"@(font-face|page)",l:"[a-z-]+",k:"font-face page"},{b:"@",e:"[{;]",i:/:/,c:[{cN:"keyword",b:/\w+/},{b:/\s/,eW:!0,eE:!0,r:0,c:[e.ASM,e.QSM,e.CSSNM]}]},{cN:"selector-tag",b:c,r:0},{b:"{",e:"}",i:/\S/,c:[e.CBCM,t]}]}});hljs.registerLanguage("fortran",function(e){var t={cN:"params",b:"\\(",e:"\\)"},n={literal:".False. .True.",keyword:"kind do while private call intrinsic where elsewhere type endtype endmodule endselect endinterface end enddo endif if forall endforall only contains default return stop then public subroutine|10 function program .and. .or. .not. .le. .eq. .ge. .gt. .lt. goto save else use module select case access blank direct exist file fmt form formatted iostat name named nextrec number opened rec recl sequential status unformatted unit continue format pause cycle exit c_null_char c_alert c_backspace c_form_feed flush wait decimal round iomsg synchronous nopass non_overridable pass protected volatile abstract extends import non_intrinsic value deferred generic final enumerator class associate bind enum c_int c_short c_long c_long_long c_signed_char c_size_t c_int8_t c_int16_t c_int32_t c_int64_t c_int_least8_t c_int_least16_t c_int_least32_t c_int_least64_t c_int_fast8_t c_int_fast16_t c_int_fast32_t c_int_fast64_t c_intmax_t C_intptr_t c_float c_double c_long_double c_float_complex c_double_complex c_long_double_complex c_bool c_char c_null_ptr c_null_funptr c_new_line c_carriage_return c_horizontal_tab c_vertical_tab iso_c_binding c_loc c_funloc c_associated  c_f_pointer c_ptr c_funptr iso_fortran_env character_storage_size error_unit file_storage_size input_unit iostat_end iostat_eor numeric_storage_size output_unit c_f_procpointer ieee_arithmetic ieee_support_underflow_control ieee_get_underflow_mode ieee_set_underflow_mode newunit contiguous recursive pad position action delim readwrite eor advance nml interface procedure namelist include sequence elemental pure integer real character complex logical dimension allocatable|10 parameter external implicit|10 none double precision assign intent optional pointer target in out common equivalence data",built_in:"alog alog10 amax0 amax1 amin0 amin1 amod cabs ccos cexp clog csin csqrt dabs dacos dasin datan datan2 dcos dcosh ddim dexp dint dlog dlog10 dmax1 dmin1 dmod dnint dsign dsin dsinh dsqrt dtan dtanh float iabs idim idint idnint ifix isign max0 max1 min0 min1 sngl algama cdabs cdcos cdexp cdlog cdsin cdsqrt cqabs cqcos cqexp cqlog cqsin cqsqrt dcmplx dconjg derf derfc dfloat dgamma dimag dlgama iqint qabs qacos qasin qatan qatan2 qcmplx qconjg qcos qcosh qdim qerf qerfc qexp qgamma qimag qlgama qlog qlog10 qmax1 qmin1 qmod qnint qsign qsin qsinh qsqrt qtan qtanh abs acos aimag aint anint asin atan atan2 char cmplx conjg cos cosh exp ichar index int log log10 max min nint sign sin sinh sqrt tan tanh print write dim lge lgt lle llt mod nullify allocate deallocate adjustl adjustr all allocated any associated bit_size btest ceiling count cshift date_and_time digits dot_product eoshift epsilon exponent floor fraction huge iand ibclr ibits ibset ieor ior ishft ishftc lbound len_trim matmul maxexponent maxloc maxval merge minexponent minloc minval modulo mvbits nearest pack present product radix random_number random_seed range repeat reshape rrspacing scale scan selected_int_kind selected_real_kind set_exponent shape size spacing spread sum system_clock tiny transpose trim ubound unpack verify achar iachar transfer dble entry dprod cpu_time command_argument_count get_command get_command_argument get_environment_variable is_iostat_end ieee_arithmetic ieee_support_underflow_control ieee_get_underflow_mode ieee_set_underflow_mode is_iostat_eor move_alloc new_line selected_char_kind same_type_as extends_type_ofacosh asinh atanh bessel_j0 bessel_j1 bessel_jn bessel_y0 bessel_y1 bessel_yn erf erfc erfc_scaled gamma log_gamma hypot norm2 atomic_define atomic_ref execute_command_line leadz trailz storage_size merge_bits bge bgt ble blt dshiftl dshiftr findloc iall iany iparity image_index lcobound ucobound maskl maskr num_images parity popcnt poppar shifta shiftl shiftr this_image"};return{cI:!0,aliases:["f90","f95"],k:n,i:/\/\*/,c:[e.inherit(e.ASM,{cN:"string",r:0}),e.inherit(e.QSM,{cN:"string",r:0}),{cN:"function",bK:"subroutine function program",i:"[${=\\n]",c:[e.UTM,t]},e.C("!","$",{r:0}),{cN:"number",b:"(?=\\b|\\+|\\-|\\.)(?=\\.\\d|\\d)(?:\\d+)?(?:\\.?\\d*)(?:[de][+-]?\\d+)?\\b\\.?",r:0}]}});hljs.registerLanguage("awk",function(e){var r={cN:"variable",v:[{b:/\$[\w\d#@][\w\d_]*/},{b:/\$\{(.*?)}/}]},b="BEGIN END if else while do for in break continue delete next nextfile function func exit|10",n={cN:"string",c:[e.BE],v:[{b:/(u|b)?r?'''/,e:/'''/,r:10},{b:/(u|b)?r?"""/,e:/"""/,r:10},{b:/(u|r|ur)'/,e:/'/,r:10},{b:/(u|r|ur)"/,e:/"/,r:10},{b:/(b|br)'/,e:/'/},{b:/(b|br)"/,e:/"/},e.ASM,e.QSM]};return{k:{keyword:b},c:[r,n,e.RM,e.HCM,e.NM]}});hljs.registerLanguage("makefile",function(e){var i={cN:"variable",v:[{b:"\\$\\("+e.UIR+"\\)",c:[e.BE]},{b:/\$[@%<?\^\+\*]/}]},r={cN:"string",b:/"/,e:/"/,c:[e.BE,i]},a={cN:"variable",b:/\$\([\w-]+\s/,e:/\)/,k:{built_in:"subst patsubst strip findstring filter filter-out sort word wordlist firstword lastword dir notdir suffix basename addsuffix addprefix join wildcard realpath abspath error warning shell origin flavor foreach if or and call eval file value"},c:[i]},n={b:"^"+e.UIR+"\\s*[:+?]?=",i:"\\n",rB:!0,c:[{b:"^"+e.UIR,e:"[:+?]?=",eE:!0}]},t={cN:"meta",b:/^\.PHONY:/,e:/$/,k:{"meta-keyword":".PHONY"},l:/[\.\w]+/},l={cN:"section",b:/^[^\s]+:/,e:/$/,c:[i]};return{aliases:["mk","mak"],k:"define endef undefine ifdef ifndef ifeq ifneq else endif include -include sinclude override export unexport private vpath",l:/[\w-]+/,c:[e.HCM,i,r,a,n,t,l]}});hljs.registerLanguage("java",function(e){var a="[À-ʸa-zA-Z_$][À-ʸa-zA-Z_$0-9]*",t=a+"(<"+a+"(\\s*,\\s*"+a+")*>)?",r="false synchronized int abstract float private char boolean static null if const for true while long strictfp finally protected import native final void enum else break transient catch instanceof byte super volatile case assert short package default double public try this switch continue throws protected public private module requires exports do",s="\\b(0[bB]([01]+[01_]+[01]+|[01]+)|0[xX]([a-fA-F0-9]+[a-fA-F0-9_]+[a-fA-F0-9]+|[a-fA-F0-9]+)|(([\\d]+[\\d_]+[\\d]+|[\\d]+)(\\.([\\d]+[\\d_]+[\\d]+|[\\d]+))?|\\.([\\d]+[\\d_]+[\\d]+|[\\d]+))([eE][-+]?\\d+)?)[lLfF]?",c={cN:"number",b:s,r:0};return{aliases:["jsp"],k:r,i:/<\/|#/,c:[e.C("/\\*\\*","\\*/",{r:0,c:[{b:/\w+@/,r:0},{cN:"doctag",b:"@[A-Za-z]+"}]}),e.CLCM,e.CBCM,e.ASM,e.QSM,{cN:"class",bK:"class interface",e:/[{;=]/,eE:!0,k:"class interface",i:/[:"\[\]]/,c:[{bK:"extends implements"},e.UTM]},{bK:"new throw return else",r:0},{cN:"function",b:"("+t+"\\s+)+"+e.UIR+"\\s*\\(",rB:!0,e:/[{;=]/,eE:!0,k:r,c:[{b:e.UIR+"\\s*\\(",rB:!0,r:0,c:[e.UTM]},{cN:"params",b:/\(/,e:/\)/,k:r,r:0,c:[e.ASM,e.QSM,e.CNM,e.CBCM]},e.CLCM,e.CBCM]},c,{cN:"meta",b:"@[A-Za-z]+"}]}});hljs.registerLanguage("stan",function(e){return{c:[e.HCM,e.CLCM,e.CBCM,{b:e.UIR,l:e.UIR,k:{name:"for in while repeat until if then else",symbol:"bernoulli bernoulli_logit binomial binomial_logit beta_binomial hypergeometric categorical categorical_logit ordered_logistic neg_binomial neg_binomial_2 neg_binomial_2_log poisson poisson_log multinomial normal exp_mod_normal skew_normal student_t cauchy double_exponential logistic gumbel lognormal chi_square inv_chi_square scaled_inv_chi_square exponential inv_gamma weibull frechet rayleigh wiener pareto pareto_type_2 von_mises uniform multi_normal multi_normal_prec multi_normal_cholesky multi_gp multi_gp_cholesky multi_student_t gaussian_dlm_obs dirichlet lkj_corr lkj_corr_cholesky wishart inv_wishart","selector-tag":"int real vector simplex unit_vector ordered positive_ordered row_vector matrix cholesky_factor_corr cholesky_factor_cov corr_matrix cov_matrix",title:"functions model data parameters quantities transformed generated",literal:"true false"},r:0},{cN:"number",b:"0[xX][0-9a-fA-F]+[Li]?\\b",r:0},{cN:"number",b:"0[xX][0-9a-fA-F]+[Li]?\\b",r:0},{cN:"number",b:"\\d+(?:[eE][+\\-]?\\d*)?L\\b",r:0},{cN:"number",b:"\\d+\\.(?!\\d)(?:i\\b)?",r:0},{cN:"number",b:"\\d+(?:\\.\\d*)?(?:[eE][+\\-]?\\d*)?i?\\b",r:0},{cN:"number",b:"\\.\\d+(?:[eE][+\\-]?\\d*)?i?\\b",r:0}]}});hljs.registerLanguage("javascript",function(e){var r="[A-Za-z$_][0-9A-Za-z$_]*",t={keyword:"in of if for while finally var new function do return void else break catch instanceof with throw case default try this switch continue typeof delete let yield const export super debugger as async await static import from as",literal:"true false null undefined NaN Infinity",built_in:"eval isFinite isNaN parseFloat parseInt decodeURI decodeURIComponent encodeURI encodeURIComponent escape unescape Object Function Boolean Error EvalError InternalError RangeError ReferenceError StopIteration SyntaxError TypeError URIError Number Math Date String RegExp Array Float32Array Float64Array Int16Array Int32Array Int8Array Uint16Array Uint32Array Uint8Array Uint8ClampedArray ArrayBuffer DataView JSON Intl arguments require module console window document Symbol Set Map WeakSet WeakMap Proxy Reflect Promise"},a={cN:"number",v:[{b:"\\b(0[bB][01]+)"},{b:"\\b(0[oO][0-7]+)"},{b:e.CNR}],r:0},n={cN:"subst",b:"\\$\\{",e:"\\}",k:t,c:[]},c={cN:"string",b:"`",e:"`",c:[e.BE,n]};n.c=[e.ASM,e.QSM,c,a,e.RM];var s=n.c.concat([e.CBCM,e.CLCM]);return{aliases:["js","jsx"],k:t,c:[{cN:"meta",r:10,b:/^\s*['"]use (strict|asm)['"]/},{cN:"meta",b:/^#!/,e:/$/},e.ASM,e.QSM,c,e.CLCM,e.CBCM,a,{b:/[{,]\s*/,r:0,c:[{b:r+"\\s*:",rB:!0,r:0,c:[{cN:"attr",b:r,r:0}]}]},{b:"("+e.RSR+"|\\b(case|return|throw)\\b)\\s*",k:"return throw case",c:[e.CLCM,e.CBCM,e.RM,{cN:"function",b:"(\\(.*?\\)|"+r+")\\s*=>",rB:!0,e:"\\s*=>",c:[{cN:"params",v:[{b:r},{b:/\(\s*\)/},{b:/\(/,e:/\)/,eB:!0,eE:!0,k:t,c:s}]}]},{b:/</,e:/(\/\w+|\w+\/)>/,sL:"xml",c:[{b:/<\w+\s*\/>/,skip:!0},{b:/<\w+/,e:/(\/\w+|\w+\/)>/,skip:!0,c:[{b:/<\w+\s*\/>/,skip:!0},"self"]}]}],r:0},{cN:"function",bK:"function",e:/\{/,eE:!0,c:[e.inherit(e.TM,{b:r}),{cN:"params",b:/\(/,e:/\)/,eB:!0,eE:!0,c:s}],i:/\[|%/},{b:/\$[(.]/},e.METHOD_GUARD,{cN:"class",bK:"class",e:/[{;=]/,eE:!0,i:/[:"\[\]]/,c:[{bK:"extends"},e.UTM]},{bK:"constructor",e:/\{/,eE:!0}],i:/#(?!!)/}});hljs.registerLanguage("tex",function(c){var e={cN:"tag",b:/\\/,r:0,c:[{cN:"name",v:[{b:/[a-zA-Zа-яА-я]+[*]?/},{b:/[^a-zA-Zа-яА-я0-9]/}],starts:{eW:!0,r:0,c:[{cN:"string",v:[{b:/\[/,e:/\]/},{b:/\{/,e:/\}/}]},{b:/\s*=\s*/,eW:!0,r:0,c:[{cN:"number",b:/-?\d*\.?\d+(pt|pc|mm|cm|in|dd|cc|ex|em)?/}]}]}}]};return{c:[e,{cN:"formula",c:[e],r:0,v:[{b:/\$\$/,e:/\$\$/},{b:/\$/,e:/\$/}]},c.C("%","$",{r:0})]}});hljs.registerLanguage("xml",function(s){var e="[A-Za-z0-9\\._:-]+",t={eW:!0,i:/</,r:0,c:[{cN:"attr",b:e,r:0},{b:/=\s*/,r:0,c:[{cN:"string",endsParent:!0,v:[{b:/"/,e:/"/},{b:/'/,e:/'/},{b:/[^\s"'=<>`]+/}]}]}]};return{aliases:["html","xhtml","rss","atom","xjb","xsd","xsl","plist"],cI:!0,c:[{cN:"meta",b:"<!DOCTYPE",e:">",r:10,c:[{b:"\\[",e:"\\]"}]},s.C("<!--","-->",{r:10}),{b:"<\\!\\[CDATA\\[",e:"\\]\\]>",r:10},{b:/<\?(php)?/,e:/\?>/,sL:"php",c:[{b:"/\\*",e:"\\*/",skip:!0}]},{cN:"tag",b:"<style(?=\\s|>|$)",e:">",k:{name:"style"},c:[t],starts:{e:"</style>",rE:!0,sL:["css","xml"]}},{cN:"tag",b:"<script(?=\\s|>|$)",e:">",k:{name:"script"},c:[t],starts:{e:"</script>",rE:!0,sL:["actionscript","javascript","handlebars","xml"]}},{cN:"meta",v:[{b:/<\?xml/,e:/\?>/,r:10},{b:/<\?\w+/,e:/\?>/}]},{cN:"tag",b:"</?",e:"/?>",c:[{cN:"name",b:/[^\/><\s]+/,r:0},t]}]}});hljs.registerLanguage("markdown",function(e){return{aliases:["md","mkdown","mkd"],c:[{cN:"section",v:[{b:"^#{1,6}",e:"$"},{b:"^.+?\\n[=-]{2,}$"}]},{b:"<",e:">",sL:"xml",r:0},{cN:"bullet",b:"^([*+-]|(\\d+\\.))\\s+"},{cN:"strong",b:"[*_]{2}.+?[*_]{2}"},{cN:"emphasis",v:[{b:"\\*.+?\\*"},{b:"_.+?_",r:0}]},{cN:"quote",b:"^>\\s+",e:"$"},{cN:"code",v:[{b:"^```w*s*$",e:"^```s*$"},{b:"`.+?`"},{b:"^( {4}|	)",e:"$",r:0}]},{b:"^[-\\*]{3,}",e:"$"},{b:"\\[.+?\\][\\(\\[].*?[\\)\\]]",rB:!0,c:[{cN:"string",b:"\\[",e:"\\]",eB:!0,rE:!0,r:0},{cN:"link",b:"\\]\\(",e:"\\)",eB:!0,eE:!0},{cN:"symbol",b:"\\]\\[",e:"\\]",eB:!0,eE:!0}],r:10},{b:/^\[[^\n]+\]:/,rB:!0,c:[{cN:"symbol",b:/\[/,e:/\]/,eB:!0,eE:!0},{cN:"link",b:/:\s*/,e:/$/,eB:!0}]}]}});hljs.registerLanguage("json",function(e){var i={literal:"true false null"},n=[e.QSM,e.CNM],r={e:",",eW:!0,eE:!0,c:n,k:i},t={b:"{",e:"}",c:[{cN:"attr",b:/"/,e:/"/,c:[e.BE],i:"\\n"},e.inherit(r,{b:/:/})],i:"\\S"},c={b:"\\[",e:"\\]",c:[e.inherit(r)],i:"\\S"};return n.splice(n.length,0,t,c),{c:n,k:i,i:"\\S"}});"></script>
<style type="text/css">.tabwid {
font-size: initial;
padding-bottom: 1em;
}
.tabwid table{
border-spacing:0px !important;
border-collapse:collapse;
line-height:1;
margin-left:auto;
margin-right:auto;
border-width: 0;
border-color: transparent;
caption-side: top;
}
.tabwid-caption-bottom table{
caption-side: bottom;
}
.tabwid_left table{
margin-left:0;
}
.tabwid_right table{
margin-right:0;
}
.tabwid td, .tabwid th {
padding: 0;
}
.tabwid a {
text-decoration: none;
}
.tabwid thead {
background-color: transparent;
}
.tabwid tfoot {
background-color: transparent;
}
.tabwid table tr {
background-color: transparent;
}
.katex-display {
margin: 0 0 !important;
}
</style>
<script>document.addEventListener("DOMContentLoaded", function(event) {
  var els = document.querySelectorAll(".tabwid");
  var tabwid_link = document.querySelector('link[href*="tabwid.css"]')
  if (tabwid_link === null) {
    const tabwid_styles = document.evaluate("//style[contains(., 'tabwid')]", document, null, XPathResult.ANY_TYPE, null );
    tabwid_link = tabwid_styles.iterateNext();
  }

  Array.prototype.forEach.call(els, function(template) {
      const dest = document.createElement("div");
      template.parentNode.insertBefore(dest, template.nextSibling)
      dest.setAttribute("class", "flextable-shadow-host");
      const fantome = dest.attachShadow({mode: 'open'});
      fantome.appendChild(template);
      if (tabwid_link !== null) {
        fantome.appendChild(tabwid_link.cloneNode(true));
      }
  });
});

</script>

<style type="text/css">
code{white-space: pre-wrap;}
span.smallcaps{font-variant: small-caps;}
span.underline{text-decoration: underline;}
div.column{display: inline-block; vertical-align: top; width: 50%;}
div.hanging-indent{margin-left: 1.5em; text-indent: -1.5em;}
ul.task-list{list-style: none;}
</style>

<style type="text/css">code{white-space: pre;}</style>
<script type="text/javascript">
if (window.hljs) {
  hljs.configure({languages: []});
  hljs.initHighlightingOnLoad();
  if (document.readyState && document.readyState === "complete") {
    window.setTimeout(function() { hljs.initHighlighting(); }, 0);
  }
}
</script>









<style type="text/css">
.main-container {
max-width: 940px;
margin-left: auto;
margin-right: auto;
}
img {
max-width:100%;
}
.tabbed-pane {
padding-top: 12px;
}
.html-widget {
margin-bottom: 20px;
}
button.code-folding-btn:focus {
outline: none;
}
summary {
display: list-item;
}
details > summary > p:only-child {
display: inline;
}
pre code {
padding: 0;
}
</style>



<!-- tabsets -->

<style type="text/css">
.tabset-dropdown > .nav-tabs {
display: inline-table;
max-height: 500px;
min-height: 44px;
overflow-y: auto;
border: 1px solid #ddd;
border-radius: 4px;
}
.tabset-dropdown > .nav-tabs > li.active:before, .tabset-dropdown > .nav-tabs.nav-tabs-open:before {
content: "\e259";
font-family: 'Glyphicons Halflings';
display: inline-block;
padding: 10px;
border-right: 1px solid #ddd;
}
.tabset-dropdown > .nav-tabs.nav-tabs-open > li.active:before {
content: "\e258";
font-family: 'Glyphicons Halflings';
border: none;
}
.tabset-dropdown > .nav-tabs > li.active {
display: block;
}
.tabset-dropdown > .nav-tabs > li > a,
.tabset-dropdown > .nav-tabs > li > a:focus,
.tabset-dropdown > .nav-tabs > li > a:hover {
border: none;
display: inline-block;
border-radius: 4px;
background-color: transparent;
}
.tabset-dropdown > .nav-tabs.nav-tabs-open > li {
display: block;
float: none;
}
.tabset-dropdown > .nav-tabs > li {
display: none;
}
</style>

<!-- code folding -->




</head>

<body>


<div class="container-fluid main-container">




<div id="header">



<h1 class="title toc-ignore">Uso do R nas Pesquisas</h1>
<h4 class="author">Patrícia Pain</h4>
<h4 class="date">25/04</h4>

</div>


<div id="por-que-o-r" class="section level1">
<h1>Por que o R?</h1>
<div id="uma-ex-statauser" class="section level2">
<h2>Uma ex-“StataUser”</h2>
<p>2018 (TCC) - 2022 (Dissertação)</p>
<p><a href="https://www.stata.com/stata12/interface/"><img src="data:image/png;base64,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" alt="Fonte: https://www.stata.com/stata12/interface/" /></a></p>
</div>
<div id="por-que-o-r-1" class="section level2">
<h2>Por que o R?</h2>
<p><img src="data:image/png;base64,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" width="100" /></p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUAAAABNCAYAAADXeb3AAAAgAElEQVR4Ae19CZwcRb3/4o0HiieeiIqi4OMpPJQnAuKBSXa6qidZOeR6+IgC/0iSnemuqp4loz4VQQk3bna6q7pnc+wcuwlBBEVA5fFEwP8TOZLMsbtJgAASckPIMY9fzfRkdjJJdmZ6Nuxu7+czn+nt6a7jV1Xf+l31+7W1+X8+BXwK+BTwKeBTwKeATwGfAj4FfAr4FPAp4FPAp4BPAZ8CPgV8CvgU8CngU8CngE8BnwI+BXwK+BTwKeBTwKeATwGfAj4FfAr4FPAp4FPAp4BPAZ8CPgV8CowbCuDZ/F1TqPW+QOei954ws/uN46bhE7OhhUNCd617WzgxeEQ4teboUGLoqMp+zkms/DDco/1r3zPrjsybK3/zr30K+BSojwIBXRyLDecXiJo34Ej8OoXwizs6Eq+vrxT/6aYoMOuOzGGh/uxx4WSunaTzM/VE5kdaMnursXxdr5ZY9V+VhYeWZOYay58RWl9mPkkO6loic76Wzn6NDAx+PJp4/E2Vz/rXPgV8CuyfAojE5qiRhS8jne/EhrMDEfMfHdHE2/f/lv9r0xSY2f3wGzsTmc+F04Nnacncz8jAcIotXf2Qlh58SkvltnYms7vZsqcKocXZP1VW1plYlWS3PVXQktkdWjK3QesfztL+NfdpqbzQk/mQnho8U1u84kOV7/jXPgV8CtSmgEqsq6Z3LSogyguY2gWFWM+p1H5P7af9u01TALg0LZE/6VXwmk0HhvtIevjJcDK3TU/nC3r/YEFL5QrhZLYQTmYKZGB1IdyXuaey0nAis4QuXSN/15LZQvG9IQDEQjiZf4EOrHlAS+VuDady54QSK0aIz5Xl+Nc+BXwKtLUFdPPnwa6FBUSsAqaioBBznQ+ALZoZeipzbDiVm0OXrvkNSQ0+pwHopQeLgJfIFMJVn/0CYNWz8C6AJ4BoOJHfqQ8Mr9BTgzyczHfMSmTe16Iu+cX6FBjXFJjIAKhqPZ/FhpiOqXM+NsQ5qmGfcnqUv2XMB0xP5N4JQKSlh5J6/9CzZU6vBohVgmC9AFh+N5mRwBpK5XeTpWse01K5X4USmZPbCoVDxrzzfoU+BV7DFJiYAFg4RNFj01TD/ikiwkDEmoOoFUJU/Ehl5uXTyC2Hj9mQhFO5o7V0LkoHhh8HDk2KuAcAPhfIGgZAt3wAwv7Bgp7Kv0SXrr5TT+TO1cwV7xizzvsV+RR4jVNgIgKgSs2TFWIJTPlszMTPMLOvUJkdDjL7PxVi3Yg064cdHR2tt3SHUoNf0lJ5R08NbiiKpnuLuS7Y1fpuGgDLQJgtAqEUi3MEXGxe4/PSb55PgTGhwEQDwNOj974hQKxuVTcvUVnsOKyZjyBqfx8z55eIWteounm8Qvhv2yP86JYSWOvLfo2kB3+rpfI76+H6KoHQMwAsASGAMEmvfi6czv+yc+ETR7aUAH7hPgXGAQUmGgBODd98hKLH/oij/F2YiBMQMYdQmE9VGb8KEUt6lCBq/VrRrAtbNjwAfno6/8f9GTgqgW5f114DINQDVmOSHtqsp3I3zV2c/WjLiOAX7FNgHFBgogGgQmKfQsS6F0ivaOaJimauQURci6n9gEr4xXAf0diPVGKGWzI8odSqLwH4kfSQdFXZF7iN5n4rABDqBY6U9A9t1ZK5+Z2LVr63JYRottBo9HVTor2HKZr5IRhUsGgFOruPCUSco9SQ8/6OOYlDm63Cf79IgSmzbnhzoLP7vUEjdqSimZ8BWoOIhAzro6AwB7HqNU6rQxTNfEe7YX8YzbU+2haNvm607VWI9bNqN5hpZOHYGQlKDQ1Eu98aZN0fVKn9aSmmauaJmPScAGJsINRzVEc09u7RjMMF1H6PQsz7FNbzgfaw9UWFmBlMOVaI+bd2wzwFqkMk5iiEd4yWRqN+LrzwiaP1RO52qe9L1qfvqwWIrQLAIgjmC2RgaGM4uSoS5YNjbxqvQVW5ECk/Buk8gHRxeYCaP1coX4BZPI4Me4nKnMUqEzYm4kZMrQhi4gJE+VcBEGsUV74FR5sQsb6hsvgFCrUuxERMnzLrhsPKDxzgIqDxL2Nmn4d16zxk2GcdqL4DFLffnzuiiTeBBU/Wx+zzgBatcF2As6/IsP5dIeK7mFgUEet6zATHhr0IaI2YsxBTEVN1cY1KrDlAM4XZ/wILdX8dmBrmR2AizgE6A70Rtb60v+crf/uG3v1OWJjyXWpfCGO2n2Nph0ztjB2JmHVm0BAzEeU/lXPFcGKKFv9MZbnudYDwf5NzQLMuBBEQPjhsLleNuPQDBGdoRTc3YGpd6v6+1ze1LkTUmjFlVu+o549bf/U30EoxxKkqtS/EhM9TCL8VE3tRMBIfmB7pXR40nNuCkXgSG7ZAxLoWxkGhPKgy57jAzNrjIOc6ta7BmkWD4e4vIsqdQqFwyDTNnA1rCjPxdaTz24Jaz0eq29PU/9LVJZW7RU8P7ZSOzK4BoonvVgIggCCI6LR/+OnQkifObqrzTb78rdA1bwMgU6jQAORwpPdhxPg6RPlL0kGViQJmtvwgKgpwbAlRvkllTg6z+N2I8hsAmNp1+2O1mvJ11vMBhfL7gxEnjwwnP72r99EZlH+11rPV906/iL8FEas/2BXPYENkg12Ln0CMn1v9nFf/T5274NMqjf8VR0QW6sNdvQ8jan3Oq/KBm1AYPxvr9nUqi/8uyJwMonyDQq0d8jREmdaidDqCb8dU/BNH4o9Oj/Smg4R3wSICjqtWmzAxL1K7Fq4AOgev7M0p1EpOmXXHqM6sB4h1xvSuhY/JdyNOXiGx+wGoq+uRXCqzL1apsHCk9wFExVOY8G0wV4IRALOes6rfAe5J0c3F0CZk2Hn3g5l4EfoN7yLCC0i3dirEHnZ/3/sb+rXoH5jw06vrGO3/7WF+NGxwKhM3BZl9D6ZiEFN7s6Lz3Rjob9h7PswuwJxXdOsVGIcgc/4e7HJSiAkDxgGkpOp6p+viWIWaCzB1IorOr5D1EX46pvxXiFg9SOfneu4SF+rLXkIHhjc2avAYaw7QrU/vHy7oqcG/wbG8akKOxf/AVQSpzdSI8wfV4C+UJwArLkAJgASOKY38FBerXVANp6BQsSPI7CexIWIKE9OqxWNYMEizdsqJxezCjCsXF3B4wUWj6d+55JbD4XhU0IhLAJ4xb0khQPnPR/NuI8/AwlIjxboA9INd8QKOiG81UlblO5K7ojwIXF6Q9T6JiPUKNpzSpsIl2O1FawAEAAdaWpSwGA17o2o4f1aYPQ8z/q+VdcB1gJrzZ8xbLMsFMFI086l9gWX1u0i3vu++C2OlEHPH9Apr5bdCzttU6INhL1INZ0ghYnexD3vmSrBrUUHVrP+oLnvmzO63BghfO71rYQE4PvcDpz+K4AcAWPyoBsyrPc9UX3f8qK+gUvOS6joO9D+cMEHEPks1RK/ceIrnj/eMAcxzeSKlYq7DGEC7qsZBpXwDjsT/pDD+Y6zZJ7W1jfTxVal9ctCwGWaCImbriNoEM7sLEeusi7x2hoYTHlo6/0Qjri4uENX6bjUHKOuUvoLyKN2COYk1Y6ZXk6IeFYrK7H5E7fUwkSV3V5oAKrML8FE0vht2d4XyjYjCbm1tRpRvf1VkkL8DYLpgiKi1CxvOQyrlc0EH4k7IAIjVxNouJ5HkEnoLwKm4v+/vG3QvSLOedRcK6ItaCYDtWuzrAHyVixHEvP218UC/gQ4VMzsaNJy/S9CQXEVxYUG/gM6wwQAXqOh8C9BZIeYGhZpbZZCAimeAhrDpABBiw15aFNH36AgDlM8v69RgbIi1uhaXUqvNim5dGuzqLS94RY+9DDoxeBY4QZXxMDbij0KbXRrB+Lvtl6Ae6X0+QMy9NoyZ3d1vVIi5TDXiT6tMlD+Kbm0B0HHpjUhsF0gflc9UXiNDPBPsWphTNP7NWn3Y171podhxKMKvgo1abii1xqC44WxXdHMTovwFRPmLCuFbFGruUkf2U855OQ5UbApGnN9gYp0DG0Rl/bAG1IhzRtCw1SAT06ZTfkw1UFY+39A1nO0NJzK3kP7hvY6y1QK1eu6NCQC6RpGlw+vDyVXtDRGhzpdAj6RQfknQsP8mOb7SLgyLsDiZxWaV2X8PUmcgoFu/xlT8BOkmaSdmGBHLwHrsF5hxrjLndyp1csABwnvu4gxG7GcgxBEoxaFpzQIgnA8dKwAEMdBd3LAogRtpBgDbdfN4TG2hUnuD3GRKHAUsKFk+s9eqEec+zOy4opu/wiDi0piGqdBALyXDRDHRhyLOXxCzn5fgA+NVAiHcFX8Ya7HzZ5bi6DUDgO2E/6AaAHG4+5PSpYOKn6gR51nJ8QFdYHOkYocUH1n8boUJO0DEL+HUQ0cNsRkWvkqt04Jd8ZntxPyB+0GaeacEEth4CQeOdRMmZqf7+97f/AcqExfAxjjaaQ+OySqzE4jaW4CzdcFW9kHnuxG1h0ECwtQSEJxBIRZVKJ+LdCukED4PE+vGoOGkUMT+m8LExuIa2cMZQplqxHkCM9EJsQ1H2y5PnutctPIUvX/oeS9FXxckxwoAoT6oS+vL3AmhuTwhzD4KKXF+lwZZPOdOvNJCBB3MBsScOxEVV8KupXbFjw+y+AdBhAIDCbzbMefaQ2FBBI2FR4ISHwwhYBRRDecRTMTOMndA7U2g8wCLnhKNg2tAwxzgeAXAgL7gWEztNDLsHZJTrhCvkOGswERwTMRMhdlfU0j8UyCiweYk6RxNvOn8kPM2ABM14nxWJfzbAC6qYSdUJtbKRSgB2ikEu+wnQa8IQx7QGucAqwEQ63ybEjE/o1BzLmbx9bAxwPgC8CHDeQiAQQVji2GfEiTWJwCUOqLR/YeEKxQOAaMAfEAPVssNBgKjus/U+t7H1K55G4xAmIi7EBG7KyUcudkbzhMqEz0q4xeDDjwQ6TkK5jaIqLChwDhIsT/qvB8MH0EqFDD+qYbzW1grMAYumMLGoLL40wFqstGqHGo2uJ6bENJKS2YFXbrac+7PBaV9RoNpwrjiAuyIb4gs0z+0TevL4npoUO+z7eGes8AYUeRGYNctRuHATPx/bIhI0OBf7ojeXFc8tg6wplGhBCiPqYb9rFycsFiM+EasmZ3AAYI41agIPB4BEDYOlfBeldpgMJILpQiCYhOidlJlztmY8I9H63AZgQWJaO/nVMJ/gAz7968q4neUFnIBG86jYGVViHl1oyJwNQAiEtuMqPVDROxhAD+54Cl/ClNxC4h0MO71zr/q52sBYEc0MWrurrq8yv9VuuDTiNq/KbW7Ygz4Jsx4AjPxnQ5puBupv6sso/oaAHE6db4E+jyQktyNDYCwqOOOr0OEX9aRGIOgrvrS3Of1VP65VnB/Yw6AJS4wlMwvnXVDayJNK3NjXwCgczm/ou7F3q0y/jvVsFGzOxcsaDj0jZnIuiCImDMEZx8DUrdVBIJgpD4d4HgDQOAeMDGjiNkvu1wHiLyYOetAfzm9SxxbvbDq+R8sqqphngIiGyb2tiIIAjdiprBuxcGIIxdknTrAagAM6LGXsW6CaFcEPzB06fasoNbrmQtHLQD0IhwWzGWFiVsrNyCpdmDOOhmkoEnLPpQvpSSwIpfUGUUQdAAIs+2a+Ho9Y9rQs1pfZh5pEfd3MABQAnk6/+LsxKq9rHsNEajipdMvu/nt4JPkgl9xgUj91p0gylY82tQliG2Yiu+pzBkqLnrQV1mPTyYOEPSIKnOednWJRb2d/U9EOQlEF3nm+D5dunOIbpXZ4CpTAJEVUXMIrpsGQGIVwC1E6nUBvKWrCD/fawtmywCQWedhw9nogpM7BiqMQWe3Z2MAek2V2vdJXXHZih0HfeZd3wrdul//2KYW2mWJx98e7ss9QvqHWiL+HgwAhDrZ0tWFUGqV0RRxarwMHB6mIH6Vle8FlfFHwFxf4/Gmbk254Y43K4xfgWACSvcBcHDlu2FRwmcic4CgPlCouazMhYG13LC3y6ggLVCQg+4NUz4gwbZEa5fOpcU/aivwCA6wNFZgmEBMbMXUnA0ieFMTo8bLrQBAUD8gKh7ao+Zp7RgESM8ZiIonpagNdJOW+vh2hVqX1uiyN7e0hStP0pKD27xyegbwqf6MpRHErZsMDBc6Eyv/7KUYDHoLRK07y4sSFgqz19dyWPVmdNrawBqGCeeYORL03EU50QFQAWMFdba4ej/guDETd7gWca/oW1kO1mInFdUOxc3NpbUXAFhsv7W0VcfTWgGASItdpjKnrHuVfdDtlo0BGGowsWYiQ2yVG0bJOKUQ8bdajuSVY9fwdWffyk4GoelrAJdX9w4GAIIYrCWyG8JLMp9smDhVL8rjaoYD/nsSjOSEIJx3XNva87xT2YJ/RYyvdkUyd2FOVA5QHoPSrYVqpOhLJ7lfZq9XtJ66fNaqhu+A/8ICBDclzMQul8bw3SwAFrk/ewvSm/OD3F8HvAZAqfvTrf8B52lJA8mNCXDwb6lODqzHCuO3w9qSYwAHBwwHrP/f2V//G/5NS+SSrbL+ugB6MAAQ6tYHhneHEivVholT9SKcY4QTDe6EAMfnoMa/XPWY5/+ChRNr5nw1MpILnKgAOBWCGVBznat3gkUYoGYfqAQ8J25VgWCYwIyvcvWOXgBgaTH/BfS6VdV59q/XANium6eo1Nm2Z7OX834JuHF51uh9FIT0WAAZ9ktlLlAa+6xEPZb+fRQ98nZHYs2h4WTmMb2F+j8AooMFgGzZ2oKWzEVH9rqx/6T4q1uPqiVRFBalovPbW6HPqdVCcM3AzN4suaEJrgMElQKmTlnXian9iqKZSi26tOJeQDPnw+YiORAPOEAoK6C37tgh0MBrAATru0sD8HJQDWc7ivCpraB3dZnfjfYehoj1sMsFwkaoEL526mXNuwuNqMtYDsnJMy/qydyEE4EBeGXWuURmyYhON/gPHMxGzNpa3hHBRUKPfb/B4up+Dc4FB7TYg+6kgMU5UTlAlVjX7/HBswsBYuXqObFQN3GrXggQ5wxMxSteAaDk3Kk1o6oaT//1EgClxEFjd7sSB3DDEI6qVfrLWoRQKf+pC8AQ3EGlzk6VWGfUerbhe3NTmS/o/UM7yMAQBBdt2Yctf6YQrsoLDKJ35PZ1LasT+mPc9jQA+4NeRIyA8EYu+EjWXBfbpjHnuIaJ38CLWOfX7ZkUExQAo9HXBYh1n0trGRWFWkkvxnC0JD8n2v1eRTefckXwZnWAiJq7wMAy2vobec5LAAQ9HJx9VkueDjAGAWItamtrG7NkZAqJfbtSFwvzHiLCNEKbfb6jJfLfpP2rV2vp4Xu0gaG7tYE1Lfmw5evuDidWXVfZkFAyM48tf74l9bn9YMufuTucyPJoNNp0IMyAzpl7vlPuiDSWb9bhuZIeo7nGzLzINQxMVA6w6P9oSQdw2ceuhQWsmV2joY9Xz8DpAwhhFSwp4psCQAjOoMVegWN4XrWvVjleAiAc20PSF7LkcC/zDcf0WvW26l5HyDlKIXCeuWiRL0oEsZs9rY+ms18Jp/KX6+n8qXoid0p48cqvtuJDl67+qp7Ifb6y8Z2plcfA/VbUVy4zmf+qllpxYjRaGHVk3co2Vl4rlN/kimXBiAM6ifs9V8pWVljjWtHMr7lcyUQFwI4oPyJAzRdcXSe4HL0qfn23BjlaekvR+WKX224aACuiwbSq0V4CoDybDmd+S7rm4hjEvI+8vB9iAHMR0K1hd77LcGrUSu/nlfp/CicePyJ672sjinL9rR/bNxTCe10OEBYGJubysW1BWxvErcO6tdOdmKV2jDoc1ng4Cjcl3P1JhcT26FrB/083p4w1rRUGG17JDafJo3CV4bBa1Q8vARACRlT6nYJjMuhFW9X2WuWeMHMmHIP8R6XRERHr97WebfheOPXE0fqSlcdHlz/9Voih18rPrDtGnsuF8FutrM8tuxQmv2ndRUA3+1yOQAKP5vFuNIpRhAP8SDdfcQ0xExEAp9IFnw4Q6yW3j/IstBZrqe9ZLdJ7HQ7LjQdYqy4v7nkKgNRud3WwsNlK/1MaH1XkcS/6AmVAvl+kWeXz9jKYKzXv8ap8WU4omTk9lMj1h/oy80J9K7pa9SEDq7v0vsx5lY3vTK4Kwv1W1QnlkvRQV6hv5SXg4FpZdyPXPgdYH9UajQcIoZQguGcZACFSti6m1Vd7808rxLx1snKA0/QFZ1b6QcImpLD6Aqc2OwIQCEMh/DGXEy06ZPO7mi13xPskNfQFLZXbEU7lt4QS2c2t+tCBtZs7E9k7KisPL8nYbOCpltUJfaEDazaH+rK/9yJ6LNZjt4zUAcbGXAcIYeZdnchE1QGqUef9iFj/3KMD7IUIz63L/Vo5KSuuMbESLsc/6XSA1PoSYtYumVsEfADB5YvFWpY/poLs5Uscnf8uhZhr3fkudYDESpQf8OJC+gH2rXpRT+XBYbhlH7J0TSGUyMgcn267tb5MH1v2VMvqhP6w29YWwomsJ36AkLzFBcCiXxT4piXqivfn9r3Rb5mop8JBdyKKwJAlDBG+0o0KAjRXiPnjRmnWyHsQJgsR6y+uGDjZADAYhcAQMmWDdAaX8163rmyElo2+AyoDhZjlM8GltXdto+XVfK/j2jWHhhMT+yRIqG+lJydBAkx8p8iGl0KOU2vr2PsBWo37Ac6JvVvRR4bEVwi/uubE8OAmbjgnCByI53e5ASekD1rYWj6WFnfIa6tQq3wUb7IBIFhgkVbhigTJrXRr6ViOAaTNRCxetkQXN3trpgdTc2QRWjLbN2HPAvcP79ZS3kSGRjr/PCZiz9lImBSkBQMycnjK/zV9EkTmqrXWugEVQL+FqXVLuQKPL9p1HnA5KBDX68kJghi/qpLbRtRarfx0UTk5lMdN3au4ALXaMUSgdkNZTTIrMKiMiqHI3GAUkKfGWg35f/ciVotuIJ3f4KogQB+MDXt7wGjBuftwX2ZO6chYy47DHYyzwDIaTDK7fk561Se8GKNiINSRZvnxdBb4oui9b8G6tcqNtQacVbtu3eYFbWqVgaj1fdeIUC8AqtRqh6NPZR0Uc3Zi0nNOrXq8vgdcjqLzBfIEyqQFwLY2SKhUBiDYwCAsFuThHYM/CHarEP6km3gJVE5Ys7LnkoWHe169lsqdqKcHt07EeIBa36o/gruNV0SDzGKq6xsmg2ba6yFTllfl76sccOTGunWdezbT5Uzq0QG2RaOvQ7r13y5XJvWYurmiVXpMhfBbRyygOrLCdYRvPgITPugqwGWbKf9NK6OpuLSH5NvA7bicMtB6sonAQAtVN49XmL2x0hoPsTDH4vQT0s0LMLPLZ7GLp59iPS05ihe6a93bwn2ZhydaRGjgarVkhroT24tvaYU1RIWTLoQI4k4guvytXpS/rzLaw9YXMRFrKhclLMy6ALCtrQ0Rk7tcGZxnhjwYSPcujL/bfsifq5DY311DRr0coBTBdOsWVw8IFmFs2JsDREx362jFd8n4cRVmeyLRTFYAPP0i/hasm3dUjgFi9pZWBv+FMZVRqNmejRoAGMJyYSL2ypHs2RwIJ7MRKaa2KCjqWIvAIP7q6fz6ua86eXtGpLa2NikGE+v3ZWOIXJjiRUVr3VGtjjmxdyNqO64/FCxI91M3AIJYWgpwKUEJ4gtq5vVeK7cVPTYNGeKlykTd9egA5UKgsa9g6qx3Qb/IBYr7IX+Hl2NaWRYKWd9QmV3Wk7p0nowcINAF62D4s/c4pRejcj+oaj0tOdcMoeUUzeyC8Gfu3IG1hon1hymzbmhdmtvQkieO09K5Z2UyoRaA4FgDINSn9WUGvBR/3YXSrlkzVBkVuiIniOH8r6KLU91nvPqG3LbtzA5DfdIvDg7WN5gTBNqEOq3PKUSsd/OZSHBhfPVUzTzRqzZDyCRMxXJX1HZBpF4AnDLrjjfLBNtuZGB5IgF0gVY3cAletdctB0Q+ldn3lMTtEXQeDwCIifWzsuEIcg5r5vMdNPE+t3+NfE8jtxyOwCJfsWkiiJZNheVlRjtoG2zCqh47WzXssu8fzFOY+wpp8Tnk6L2FN4SWZKxWWYPHFACT2QIdGN6qLV7RkgCaoAPBxFpUucClPo2KeyAxtxenTmBCFHOB2P9PciQyFSQk0uZPKrrZUF5gKFPmwyVm/0gFv0xKvUTRzA/BM838QfmQ9EfmdCilDWgUAKEdiuacCKkRy8pwGZYdUhKIayB1aDNtrXwXE3ECNuwEYnxXUedlbkAkttLVQY4LANTMeWUABPWGbm0LdPJjKvvZyLUSjn17ZGY+EEntbZjx63BEeJJuAqJMY0NMh/zArpFOSijyHLiIj4XesS2UyJys9w+1hAscSwCUdSUyv53Vm2kZyzyNiBOCMFiV3Ekx5+sfMbHOaTZdIIgYiIorEROr5VlYBmk3+WpEYnMCxCzrIOsVgWEByDhrEfvF8uKWOhZ7m0rFNe1698caWSTwDnCrSBcXQNpHmTe2FEuuGQAErgDrfJZMDF/KGQtcKzbsjUEmuoNUfAWOTDXaZsg8B4nJkc5vw0TshNBLwKkGNB7DkJzezUkyDtxgELP/s9LohKizu52YP2iUNu57clMjPAoqjRGSA7G3QLKuoCFOhWfc5+v9Dmo9H8GR+KU1wY85j0AO7nrLbOj5mQ8X3hhKZW5shTFkrAAQRHiaHn6hM5ltdfQQyF51Dmb2oJsyUO5YsFAMZ4XC7KtVxr/ZQa1RiyCggIcdFRNxDiLWEszEi24+YByJb2wnPDxNcz7baF5gd1IAUIEYCQvEtfBJUdiwN2IqbkFG/N/rzfugkPinVGrPhb7LHRx0o4QPKsQsJxeqVwR22yvFMMpvkDkiyiDIwTK7XWXO75DBL1O74sfXk5iqA3wiqfgKIsJAhvOQBFXgmoDjoPYDiIKqgF9d5qjGAQAGtZ4vv5ovuSwdwOaMqXgQk54TXFo2+n3m7O4PYiY4YvaOPSAo03zuALUB1vkVQWZ9sQ5j4I5bx8oAAAuWSURBVCEgcSCDB2DOqdRZU8n5wTgEmZNBLY6ivRc9OhOZz+mpwcf0/kFPfQLHBACTxSRI4WT21jmJBw7dq3Me35BsO7UuDbJ4rpITlBwbOExH4vcHqJivUutClTqnQZBJOGEARg2IuKtS+z3IsD46ndn/giifiqj1Q0i4jg1nhbTQAogA50ftTQFNzD8TTnJE459CxNruAlcjHCCQYZrW81nVsP/gghWAtwQBWgQVlYk5qmGfcg5b9IGZ3XtzWJIzi/J3Qdsxs89DBhhp+DooD2ihEOt/EbV+hCicJy0abRoFQGgvJrd+HDgyZPCtkibQXgiTDvUx++kgdQYClDOV8qBiOCeCeAybD9AZdJIK6/kAbC5g8VYZPxsx8V8AnsVNBmhcAj/DeQg4ZKgzoPH54wkAwfIeoPxBN4irpDuI9Exyt+dAKDWYbxBvUc7DaOKIepKzBzq7j0HMXiiNWzAv5RiAf6CUTtapNL4MUysCoiw27JM6Is5RcK4bUhnAXFei5ocgKCxklcNUfA+AD0fiDytUQMa3omGvqOIo4Eh8BTzTDHff8HIP92Uu1tPDG7w0iIwFAOr9w3Du92FtyaqWWKhqERTOrSqUX6Ky+CMwiO5AuosTEesVZDh5HInfqzKxGHzjAsT6paLxq7HG52ONx1TD7seG/aBK7GeL74lSQminEIyIZ4CbnKL1fEQuSsqP8QIAZVlh6zRsxO9FxN4tOcAKUEHMfh4zcTcEgVWI2SlBnPAOSAugEPFdpJuXq8S6SqVOGlEnIxcDOKsaDgDgPxC1Z8jgrbS4UOD3ZgAQ2ovD3Z/EVMxHEfGM3HBKOkYJ3JA0h/KNRTHKuR0zzhExrwcuTmH8akXnN2HdjuNI712IyQ1mGyxc6V4jx43vkmNE7XbwlyzRelwBoKQRNb8XjMQ375mHxY0CU3slbBIw32AOyg8TtyLd/j5IHvDuaP6kaobZN6uG82z1GIC0ohBrk8qcf6CI8xtFN21FN29SdPNXcq4Tqxsz0Yci8T9JdQ61dskxqHA2V4jYHTTi/4MpPx/ccEbTJs+f0ZateIeWyN5I+od3eOUc3WoA1NODBbp0eG14SWZMo9YC8aVhQecBzJwUpvY/pRjlimoAKkXdoOSwFI3vRroF8fwg2/0OCQzl33mJE4HQQ2IHgCKmzmzgXtxBDngIgFBmgFqnqVQksSFeHDmhi9wV5LJAlL+AmJ1H1HlcJeIxROwMYnydQqyXJegbReDD1N6OWfxulfCO06PRN0yT0aurAdA50+1LI9/AuWDKZweN+H+rTGwHWrvcMIBZiSOU3CHS+U4FYifK+Inmrj2/C/l7se0OgPazmIk4+HhWOtoGjJEcoKLF1gCXNZp2K7p1qetvWWyfuV3RzM+M5t1mngFuF5HYzZjamyrHE8BJ6mWJVYA5KOchsXcHiPWkoi17Rz11ornWRxEVIQlUxHpln2MgDwqYu2Ceu3MdNqvixrMn8bw7hxBz1mFDLELMOhPmTz1t8vxZSCZO0vllejpfCCczTYvDrQRALZ0v6OnBDeFEhlQHXfWcMPspUGWx41Rmh4Os907VsJ8FXUkZDOVkKOZXAP8m18dJLg54rsQ9IWK9DDuoSu1fY2ZP6Zhz7QhR3msAhO4EdHEsJnaXajh/RpRvKrYFxMIiJ+pySS64ACdXBnWpZ+Lbg8z5u0rF9ZA43uWgFEOcCidXJA1ApwOh7Vnzic1Pj/K3gFMsovYNwHkjyreClVh+Sm12j9DtoXVpcwFuD9oM35Q/p0bivwVAhdMf1UMLnPqMeUtkuQBmAICjtUaCQWLGvMWyLgAiyAnilcW0up3V/4P4j5n4GRjpYD65c8sdB/cb1CcBYj0HKpnqMg70P5xLVyBqNBE3qkbFGEiVTXHewOa+92fkOMD8BwuzyuKQCP2HY7FJHKhv5d87l6z8Ny09eA9JDzYNgq0CQA3CeKWHtuip/DWX20++p9z4g3Rx8pxrD1WpfTIohaVeLGI/AJZcTMVm4EiKgFecBODPhynfrjL+QpCJJzHrvQMT8UtQ/Loib3U3WgGAUAcchwPdTJDYXUGjtx9H4o8iJp5Huvmy9Dt0ARz8EIm1A1FrQ5DZGRyJ34Up/xVE7qjkVKHMQMg5SmXx3wFISRVBV/zu6ZG9gaa6j6P9H+pDhhMIGuInqtG7FNoMoIYofykAvpKyzcXFKI0x1NoqXYpA3WCIXhyxrwho/Mv7MviA79mM6KIHoO0zuhY+rFC+4IRRWpzVkH1ysGvRfcFI/K/Brt6/YhobaARoRkuL6udAX4wMW8VU/CLYFU+pEec+qWah8b+qpQ+0C2mWta/+V5dZ638IjqBQoUAKy+ldvUul+GvYz8O8BvrLjQY2d5CIwDcRJApdbIE1EYzE7y8aVsTloLftiEYbtiTXapsn98KJzGmQMQ7iBTYjDrcCAIE71fsHN2mp/PVzEis/7EmHPSoEFkqQWJ8ATkVl/GJMeBci1vWgyMeGLWDgA0x0I926BlErpDB+tlQcH2A3bhUAut2G5O8KGDaImK4w+wpE+FWBou6GQ7sDYIgg1rWI2TroAgHsQcHtvl/5DWIMGB0ApOCj6uYpowWQynIOdA0nBEDBr1InCIYkcAiGaM4qFZbKhI2JbYIuE4wyAUPMBM4arNYHagv4YSLmnKlQU1Ejve1gODpQW9zfgXNXmPk1iGSNIs5UOMroRVBet/zRfoMFXWXOcdAWMLTBCR33A+0Ca/doy9rfc8Wjj/YXYPMGjhp0r4iJHtVwepFhL1GZsxjGQqHiplf13PNgTUCEaWms6ki8fn9lH/TfAAT1/qHb9XRuR6OGEa8BEKzUWnroWT05+AstnZEGgoNOqP00QIayii56L+hPAqGeo2DgwQ0ArJQHWoiVxbYaACvrAgD7ht79Tjh1Ae2FdoPPFgBeM1xDZR1eX3d0JF4/ZVbvYcCZTDViR0Kb23X7Y2rIeT+Ae6WOz+u6/fKKFIB5A/Ma5gqoFmDOgmgbiDhHAdcObljjjlYlcdgi/UPrG3GR8QoAtWQW9H1w0uNxksqGQ/3Z9487YjbR4LEEwCaa6b/qU2DiUQAMI3o6D0ETHpW6NxCLR3luuGkABB+//kEAv636wOo7SDp7VshZBzv6pPrzAXBSDbff2dcaBWb1/uUwLTkUDKfzS/TU0DPAjY1GLG4YAAH4oI5kflcJeK/WEvmTJqso4wPga21F+O2ZlBQAZ2M9nZ+lL119m54eegZAEIBqX4aSegFQlgccXyq3Q+sfekJL52NaMhek/Qff0nswB9wHwINJfb9unwIVFJjZ/fAbOxPZE8LJ7CwyMLRITw8/pqXyW0rW2QKIyRIQk5nCfgEwmZFcZPG9oUI4mSuE07nnWf/aP2up/I16Kv8dPZFr+JB+RZPH/aUPgON+CP0OTDQKRO+99w1aIv8ZLZ2foaWzP6b9q/vo0jV/If2Dq/VkbnMokdtJl64tdL4anr6y7+FkJkGXrS2E+7KvaMn8ei09vIr0r/mDnsyZWjI3m6Rz32DL8uVTEJXvTtZrHwAn68j7/R4XFIgmnnu71j/0WT2ZnRJKZL73qu6uK5TI3Ehve9rR+laNyO0aWpKZzZY/ZYZS2Wv0ZDakp3PndvatOhW4PeAux0WHx7iRPgCOMcH96nwKNEOBOYk1h4KrCkkPf6IznT+ysqzZ6aEP6rc9/TGycPhwCMVV+Zt/XZsCPgDWpot/16eAT4FJQAEfACfBIPtd9CngU6A2BXwArE0X/65PAZ8Ck4ACcB61Oh4g0nr+YxJ03e+iTwGfApOdAu3hhUcrmvmKG2Zq+pWLC5hZ5012uvj99yngU2ASUODcny88XCFWAnct+hOOxP8UvHLhncVII5Og834XfQr4FJj0FDhEBl6NOGdA/D6IZ9dMRq5JT02fAD4FfAr4FPAp4FPAp4BPAZ8CPgV8CvgU8CngU8CngE+B8UuB/wNfmOxzxMLGMQAAAABJRU5ErkJggg==" width="250" /></p>
<p><img src="data:image/png;base64,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" width="200" /></p>
<p><img src="data:image/png;base64,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" width="100" /></p>
<p><a href="https://danmrc.github.io/R-para-Economistas/index.html"><img src="data:image/png;base64,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" alt="&lt;https://danmrc.github.io/R-para-Economistas/index.html&gt;" /></a></p>
<ul>
<li>Migrar de uma ferramenta para outra custa tempo e esforço!</li>
</ul>
</div>
<div id="quanto-tempo-é-muito-tempo" class="section level2">
<h2>Quanto tempo é muito tempo?</h2>
<ul>
<li><p>Disciplinas na UFES</p></li>
<li><p>Cursos</p></li>
<li><p><strong>PRÁTICA</strong></p></li>
</ul>
<p><img src="data:image/png;base64,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" /></p>
<p><img src="data:image/png;base64,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" width="315" /></p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiIAAAGLCAYAAAD6T/mRAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAP+lSURBVHhe7P1plyVJkp4HmoevsUdkRi61dVX18DQOCQ4bjV4K3f1X5sOQQ2JIDDaS+AH9A+ccfsAQHwaY7tqXzMo1Nl/D533eV8VM7V67ft09MrMajZJ79aqqqKiIqKiaqpjacnf+3b/87y+HBjs7Oy21HUJ6Nf1N+G2DTfKWZFxu0Osm+oxGEdzp6+1MJcXv8lISla74qwL4LcEm/E2ga8ayDTsZl5cXprl4o9iYneHOHQVlKr+3t+fy18fnw2effzG8ePV6eKVwdvHGFBN0gkm2bK/DmzdvLP/i4mI4Pz+XrDvD7u4d4acKOzt3FIbh4vLOcGd3d9i9szccHB4OR0d3h8PDI3Wa8AqrsNTWHke68sTwIN5FhgLtXA37+/tjTFilq7oV0p4pLpl96AFbVMAmF+dnwxuFM4Xzs3Pb6OxM6fOTlF+cjwFbvlG/vLmUTWU/58VnR316aV7QnansAkHCnaoMWW/ctzsDfaGxrW6UyaXbMJxDL5qBOqYRUl/4U0679vZ2RZP+Gzu5APmtnfAGsFPyl8MdxptwoUk/J+7GknHqH6RDILhU24AdydfXeAJtbiSyd8YFcXgyjt0Ca0l+V+XRWLbS+MUW5D0WJJFxiG0xAfrCiwOq7HuHPGAmEUwd+JBHhnKkhocPH7j84OBgOD89G7788guN30OPo9PT0+ESWsm4EF/69kw06HFwkLGl4mG3jbGL87T/VDTWQ3SEc6UzDpApW+9rrO4dSE8ds2oHYwgZqHvuPpX+yqiK++9CNtjZ1fEv+fQXfHZVF+EnJ6fWA4itJaO13/MFCorXqcan7SM559hU9kLv4Q3jBNtcegzHXJJlW6FR7Acfy5dSkaNyeAugtZwG7k19TUtfNv7Upz1QZs5QX7qMcZHj18eTbAINth9ByYwF6e0DQTxUXhruqL5lqY0nJyfRT3BnR+3TB9nUBzzke33hI77UIb1nXilHXypQvq8xwjiBhn4t8ByimPFcY/UUHVTHa5do6fM7KqdtBXcgHIFxGV0A66NQEP4ZuxnLtCpjuGSO0HjQBmS6sgiYr2ijbYj91U7rp+/uX/3Fn/yNawlKietASK+mvwm/bbBJ3rKMZbk30qfvhFYvmJnJDRi24iUZVb4KpryJTl8h2IlwWJYPPuUNIdi9k8UTcFljQnyiSfNcB9u9+weaXO8O7zx9NDy8f49pezh++aId1NiBuEJsUwMzMnfa5JdJIwN214M/9BbZaBV7nDMhZCI7Pz0ZTo6PRR8JHAiWpHpwKHlXtzsH/nVD1el5Fh5YLceGla90j6O95Al9uhwbJipiDmQvQpVW/+zt4RTtd3yC86KLDHhpcszEuS9lVL5/qLTy8JDeNmqzF+DFR6rDL4sMeqYM/sgnhh45lgutxgWLkfHiQb0K0BFjp2pnTVIGBGAPlTHd2XkSilIHxoMZ60udqieg7ZRRJ5OmkJIf+0IaXNk7Tjl9wMQZnRh/KpFtZCPTSke18UxjEscO+lpsALdfdMTWS+V24JqsWmSSl15alI6ODod79+4Nx8csXHEw7927Ozx4cB+BXtBYj6nroDrYSkVyuuXwShY87fhIBnIiN3phu4tzHUetHoHFjLagJ7Y508IL71rkYQ4eW8DL/GmTjOT2Sgb1OTZxUJDphSjCTYvTwnFHQGfGgHVn3NGf0Io9cuBlh0Xy6FN0tH0aPwCHAW2Qif1Rwk4YOOkdnWMjKwSosDhU+yiDd9qUYwEc5eYHH9GhN3XLkcockjoE250PeKVDnzGD8+ixo3os/jtqM317rn4QynpRVvZi3CObvHVS2a6ceJwi8lSgnMrm2Y6tNC480IWUY/E51rjhmKyTIurxiU1TB0Adg8oZQ3bIFQDzUxrbwwM7ubZ+oHVTVI7t4O0+qvrqS3TGLtiigvlpjtmXXczTPBgzktE7IssgyZJuAU2ZrwrM8y0Bw6+GHlbxfd7B2AadPmXUNR03qLxETyeV3BpkXwX0spbCKizR+OBawynuBpQPtJWAAZKWnLatQhsZYK9evxqOX78wHwbmoSbL9959d/jWh+8P+4c6A1MVDnT9DD65FZ0njwbVJ6qqmLOZTEKeWCULkZ4gaaJlt/5rZaD58VmJHJLXr1/qANDEJZx5KpGDe5JFAKrNALg+TwwOXatPObCqLnGlAdJVF6j6fZq4aCpNqAPUB2ebRIgrbbwmKvI4JJUuhwSnA5xjl8dJIDivkIWFoH40XrwtI/XdUdBwZjxQV3QYUfLTX6X/fEww+VDfZznCcRZve9nyPTBRlbzwL9syLi3P/VyTJ0nla8HDfqIxtDx4KGk7C2pqdWA9A62K5KUebUueUuRgZ9qvctGAY0GHHkLayphkIR6hNTC8s5BmJyoyUMixaeCRRYhgR0Tj6ejoyG1nsWXRLT7IAc/CBv3du3cVpz1lPxHb3ix4yI29GEexIbrX2AUyfrO4g69x5lK1H6ceG4Q+PLxYCTc6Nm3M0PYTtQEeWbwzP1Tfx4HKmCQt9tYVYejFwl560e/wdj+6HEcmY45vdptibOqgM3pQp9oBeAwqmG9Yu4wxyq4CYN7MR+KHk0SbofdunilSx06S8E4TdFyU8xUejN3L4fQsDof1xy7YzbqnH8jbxjBX1jY07eR4wL/wybu224M8HEnovSNHkRjZ5kqRJ5hXo3cwvo1D5wKMbR8rzW6UVxtLl6aA5+FRJ0L7kB/7gLrKI4bdD9tW1SnP3MDcE74V0Ae6azgigVSaINk5bhVW66zCtvJbg/mu816UJ9ySFht124Q2H3Vm19G/K1hVsZyOHpZabcymdjfggDIv2mu+BB0YajYTzd7eoQYWA5zAWda5Jtj94cH9+8O7Tx4Pz54+dfpcZw7sogC2nQITaM7QMoAz6FPmT6MjUO544CBqaZwX+NEH7DteciZ2NpyevNbZ5WvriL51MACkc4CuQx3IRVvQ4yvdQ+X7suKxlCdd+UqvhvkBTBty8HPGPobd7IbYQVHZbkvvNVpPGOqrqstkyYLGVjOTCGWacTDKcEd1cWJEYJnSNLqTFL0DQFnTyZcRhKLvOVMdHQLKWX1a73AZjctn2WbOYjjahQm7+BDCwCFbyZGl3+Asm2QwVJKmlLi8QupQlgUESLuEk76UwCv0tDULVZwVqIRVIv1Fjr5nkSkexaegGxt8RRBeWTy5/EL7ubRBnnazSEPDMeAzaH0ulOeyGrrWlj31MrlnAc9luXM7S1lY6cKUZTHIWXk5TpyRisLyKCf4uOZY8Cf2p/zYu4s4IRmDdiSsUwK2YJywuwMPeNH36JTxlnFLXe+gINlyEg+XbSEjLcApsU31pT/Ozk7bLkMtvCoSHl1ZcPclmzQ7BW0E2N7gAGjdIhSVvoDt3NqePlKR+hr97HSIhjbiDI0slScdWsaG6tkOcqpk9zPxwsa0o3YDemD8pc+m3Q3TtmPQbVLwWFBcullo0bf4vDlMrkO/mX8pqj6XPrTZ4wFHs9FShzGdNtOQ7MLU3ACgX9nOzofw0KCJmEQXkpR1AX1zvMg4plP/Nb6U+/ijrutHFyA2U7v/6i/+yQZHpDVM0MwRZdpvGl40wc0hCq9Bh5yVb87cHGa6TTB21gwwTlLNNoZlWqBv60TjlH7KwIaelHSfF2yWcUso/uLb73igF3Gv21LvGLOoE7gEBpTjDkfwmawOqjs7OrA0mFkQmXxPT3OmdMaEqwF5pAn44YP7w4fvvzc8efqOBymKo1smVCbSN40HkymTl/TeyU6Jm0OMVH5UL3bkwJ4O1toxScjBdy5P5NXr175+6onXtaBtdUZIOqgeH4BXhTqwKy6odPFdjYvvmFfsDzG2bI31AWxdaV8d0ConeAILLZPZ/v6BHRJPALL/5Gy02A5IYiaSXSYA82y8FS6RJXqnFTMxuV7Tg8sN/li36F82x+TuK33RDRMwwcPbi3xHSxln/p4oNRm5PmaINQSkYuMCaaBf+MCqjUNFI09hmHTB84sufIp3+OnXLKODg/suFEDKkdHO3AU4A0y22MCTK+2jnsospRYmhzpLhm+NC+Rl4kcfynA4yMPXIB28i6RxWv1cfV+LFU5EZDDx42hIVnNAaDui6K/ZwoDTIVp44aBM8mhrjjv3MX0umciHBv2APY0r2n96GmeAseBYdvC9H+JBPwLITz6LsoG+EU4apH2ioS1e9JqTdCqHw5dwVA4Nzgy7RB6n2JsxqzrwZCwzN3hRF8C57A59lAi+9LEjIXC/KB9bMEbBe0C5XfAE7zKVwFdNdzo/jQd41UVX8vBAr/19HDL6Dd5mOwL6A7SXupalfjW9y9I/ALzIA/xCk93NzAvYJMdA05+2Shf6A6cUW3A/iMcEpYrpQx/HygO+zCN+FdDBtlIwTnlwq4E5I/JDj7wzTiqV9+Ug9yv2jN5LULyYh+nL3b/88z+WI1KqbYbWBx1cr85qCKTuHL/OT3ry67Ta2xHTCAyqspafhY62Lxnxyi3hbfgV3Cx0YLqeHhBNeOQDVPmMbkwomUa+PUh2L6fXjZDy7kP5StAPlGtQRavFGaikmGLgH2fBg10Fd3SGfmf3UAcAN0nd8dYll0xOzo6Hnb3L4e7hneHdJw+HZ8+eDk+fPhkePryfQX2Rg9qLHjI8aShGhn58Vl+hSeY+AfSpg4czLSb29Adp1GRG4SyBXZJj78qcawKEKWcmjLEd1YskZ1q6IOmyFwchcU34BB/wLS4o2gk4OJsUxCgv7YP35EKeUunCBDxwZiY8k8OdnG1l8shkRGxHQ2etTAQPHz60Dkx0nD1TzmJCf+wq1OWYmsw8cai+r3eLryc4xyoXnt2Rnb0DlSNDPORsymI2aSYsdJS+bqNi1wUTe+GUqqKKhFHMzkkWTbVSeoau6BlFqUcfxMY2ktsND6WcR5pFmi751HdxB7G/6VuoRbtouXnSN/Qq8Lnc0S/59mFcEmNT7EZ9SgHzbgth74DU4lhOjs9+ZWPw1X+1iMHj4s25m8eZOGMexZxvixV9TMxCRqF1wGmwDKFaYDx5TNzh3iDZW3nk0HfIPj+PzdllQD/PpQqXb3S2rfqnckB8A2jTgXaTQP7R4ZFvhj3QgsuNrTSNuujis2ccJsnzvTXwVI6yM8k8VcDRQTfGsVSxA0LbhXA7sDmyjDPQ/2k/TvSexyGLPP2VnbeyecZhgDJYVN/E+ZJuqmtnBRn8km/8y+70r5CqrL7yDcDI4zjHiZADqfbbUUKAyKh3R8GXRHQMWgki5iyFyElcMnECGEscJwU5AmQ9lVufNlYAH6/CAZ7TlKameWK3RhfBabd3r/Txzobq+PgR3jJamyOx7CUelLfDLH1hCakrJGOYuHbhqEMbuGREe7CPzGUdAI4DcRrpwBMVYHug7Yh0JbeA3pjbIKTr9Es8QrqOt8kx2m1BPNe5Luswg654k27Xgp7PbXksQM9pG9+vQm7xIK7Qa+GBLpwXQk2CDFQWJQbxixev7DxQZZ+D+ODO8PjR/eF73/3W8O477w4nx69VrsmTg08TJB8OK/hn8Ga0c3iXxFEHBRYWJ5kMgoK8QSYpDhomP+5tOT051cGGzqH3QWlIG6ajaxp34Ce61IEngXQfehwTtRJNqQBZ+KdFjaeKyTsp2rQlmOg5TVoJO8P3vve94Q//8A+HJ0+euB625jIANqtF1EE2j/OCY8PCkHydobFQQEdcNjSNJ12cE03aQsaBiv6kM/WBiH5MXPsH3BvAdnFrB+UN4OufPsxgmsA8GS4Ai3HMSXnrJ0yseg7WTYG4BX5qsbJIF/Cl0Ai1X4upgIWbiZ6xi43YtfO9GJro64z4ksXQC2J2G+hnMxRg9wPZADvCGsfCdVjsla+xUWf56dfYjzZV8DhSnZzdR3fvuJC3PPoo7feOCWh9uPzDQuxdEnhIHnrE8Uq/wp824YDYBvqaXrTogS08LtR+P5UmOBft8+fPdfxil+y0cBYOv4PDA9fFWXFbbVO1p9kAGZTXYk5pdqaQHVyARVOBsSjZjB4WwNiMHSvZmypNggG7+UNtfZRAP2QzbmmHS1WPdB0TLretsR99aRLJqb4lNPsJ0l/Ma9TNcYP+tYNY49V2Ww20p8mq0DW6tYGbcbPTZBrVi+PU6jR8yhVUhvza/fHOBeNJ6bJr8UEH29AfEySIuNpLumSxw1rAySR9AI/SA0AuOI/JMHW62ovzZaaRaIj+stlf/vmmSzPr4Dqj2KTmbIvx9WCJdobpM5rYSk6hV+v3eizBSO3EvO6V0OTctFpB6nUVb8DjRvZs8SbI7sCCPjeAqk91uI1peK+GkTaLQcv54D080OKoM46T4zMPeibePJZ6Ohwd7A0fvP/u8N67T5XeH/Y1cZ+rTENAbajBDCgOY6clxrF/lVk70NuZdco5SAgsHFpMdGAdn7wejl+/1hnPiXCcBTBZIEO8VJEQB6cxEZAOn+hRk5QP8obvy62A6096hV/jSQStcaZqyUbrBSqTG+iaVHj64oc//IEdEOhwPt59VzZ8/32fxXItHZ04a7NDOJ5lZxL2ZEHQGR1n0fSHzzAtT7JYrMDJMdEMJwXkPKof2TERUnbJAhhaBenApE1T6n6HHKCk9GmLn49q2qXgNrnPKAu9OCTtqpKjCJ5ZMFM+7VxERNUhqMh5m7941kSpfjWdPuhFYdkzukR3Jt3qQxwqFlzzUI1yKFxmpoiJnFxejBOCjbOIsbjXGfqO+8aLlmyKgwILV1cMP2uGjgpul/LoRt3VcWW5Avq5Fk7kcJ8JVNaxjU8v4PBQoJwzfC69nKm9cUykL4uRyp2X/vQZN9a+en08vHj5yosktkN3xkLFb3TicHJ6Nrw+4XFy2Qa9FLABiqBD7KvaitELh5lLQR47kupyt1NAG1vb6sbM6J72o4PtQ7vJI4u6rY5pZGMLh04fxgwyJsePsaWPbaH+VuzdJNG5vyS3bO3jx8cQjnsbx8hSSGwyA/k+VLsB5BmKvo1v5pxWYnrX0Yex412j1rfo4/lJAD00AMc6zhDHKzTmpR/nScJDwdAEmY95mWLU1X0mYBfMj/p73DTHrslLn+kDf9nqjeZU5g+Pf9nItLRNulCfMRG1pZvEocu1L80UlBE3wbbyHjbRGq/Q+n2Clp/V61ms0q/CSFsmvB501VDrVrBR5y1wI3u2eBP4wIbfbRshqL7RzyxdEFRX5nKB+oZUlTEwOcPxXeB42x7AIuNnJ5M9T908enh/+ODD94Zn7z3zwGan5I0nS3gyCfU8CU0Ou6s0V+kMDB20WmS5fAFdJpoEZVROYKLmsUQ5JcfHmkyPffBwUMEB3kwEJasmJqDyhSPmAKsJYzzwxamrBmFLNMUBUArwXAVJNp5JyTfqKX0oG/7wD//Qj372dUgzYXKp5pmcksePH7setsUZ9D0lipm0mCxYcHLduO2OsBsiQ2YyZDKJbE+8KncfimY8W2106E4Tenq6y/XqA4681aXtwRH7TM7y3MkQ2Ibw6gE+zVQKpBPMq1GUHgwGn6GKDyYPrwR/XC3yzEM03glhIYVJw5GuAI5F3EKYTGWHmrgP5PBxAyfOBWCHQCHjgN0W3gVyYLa1yGXCRhGxs9yMn2o3sR1EH8csHuFdjhVk0Ptmcer6sg28TWYCONFfHpNKow4OwKvXJ8PnX3w+vHx1LL2OxnZnt2PPj4R++cXz4bWcEPh7cZQu0Um2pZ2iR/65bILzZt2Fh08CP+ihNusYxhngeOIxZfhiM45xnAkWywLvlBCUzg5KdixMo3TZDiGNveX5BtdG78sTokEmQP2yt+XZhrKJ2l2LLRF0OCIiMy1jxDfGuv2MX6QJOlv0QN46NLDdRFe48KyQuqWX7Qo9dOIPlB1s69YWz+sCL/6qSyAND/04tjwFuJB2GQAJH+havnRmvHKjME9EAcjt62NT4nKGzJ/6e+gtHdQe9KBWjX0c+diz7MTc6B2R2zoiNKwlR1xffg2Q4hXmfFswqvDLfJv5bgw30XOkVXST5vUwk3cDHjfSs8Wb4Ca8NkHPY4lfUEv4DNKEDPw3cjhYoRiTDEzj2XfY4fLNub1wjQJNDOc++N95+tSPAz9+/GjYV14j2C9MS90+SIh5ogcBLiQT+2yo6ZBQ4y/jjiT5N5rIuEOde0k4G+AJIO8AXAHhkwkM6BcgQiaETAzokbNeC/SQHyFsAqU+NPpwScvbwco/ffJk+MEPfuD3SlwJoj08OpJD9553TbwICrywyZacuYSnJjKci9EZIZ+z9TrL8iQj3OSEtMkPHubVTUQET5SxcdnH6XGyrLZRFjukH6WfeLUavu2nkZiW3akeir+DKKYzr/AyD1WhLeYPI6D1AYsmcZw1FrHR9I2nE8KzwGe3gYmVAtp/V/a9d/+eebMjRX+z4Pp+AlY1McMW2P7evft2HLEP4wCHESeZBRHBXlJRQECELC9GpZAhDi7ltl8bTzjZcejdKlFlUasFjuDxKHpsRAOw86NHj3zZhXbiSLDAeeET3TlC0F3t4n4j1KjF2/aQvSaecJBctQ0dsJXHvaDO5tl1YJGDHocYpxobmE4hY4Zk2kGgSdSFO2OVMkuiXKlyIADsBxbHhnYD0JUdyhbwoI12vPRBnwLfSyMaaMsBdBAuvBITEDamOyBfbQf6fNFPIfzHPDSmY1wmRkfq035oOd7IoxPHYdUdZSouxw6Mg/JwZ0y5LbQNGRJC++l7AuUA5bCjnuuK0DaxXdJP8CvnLHpAn/FFHcZ/1W8VxrbYEflnf4YjEtD8OCm7MeTDwU1zEqZyjIUU44Uw3oZJ2hqiBYF0C6ZzaHXH0NVr1UoD47s4vAUIU7rllqFoO9hEj+EL6uDrpG6Evt4MqnoXiAr6epkaBaMx0TO41bAELtNPwiaqq2Gq75xxQM9vqXwZpHuj9UEQDdN+8lrAGC9sBXOTpEa6yvDQVa6D6Y4Wn3ua8N9956nO8p8O3/rw6XB68mp4ffxKXJhk9l0/x0d2M+7c0Uhi0cIB0DyDxEwmTQ/elUEdH/AgRW+FBBKcXRJuzjr1EzcXck722V3hwIvibZGstliCfpnUNFY9ZrS46WDkAKctTKgANvQB6joKKqtjyLpc8h4U+ItiF7pMxIj64IMPhu9+7ztaGK52jlJhCiwmLDrvPHt3eKjYTzbhOGhyw/mo+0fidCioL3BOsjsi50OO4g5PRzVnA7wnS25i9UQEjwM7bTvqD9Ylixa9y7GbbUVzsRcTYDumd9THwvmsc6SxUYZd5OhzR/0oLrJ9s5Fl9zaDnMUnZSxgLIqmocPEy3Y3e9oInrjtFNQ4UdspJ9Bb6AivPJ7OjZY4B9RBHxbHfduDiRVHwDdSqs+RhQzGJTuAh0d5cyr5vEHUKvt+CmSgS4XSk7PSj37zkXcNqMsSwSSPLOjiHHIDMTeGs+hMPC65Ads0jBPF2IE2qw76uA/EhstQNIQ+cj2pxltZQb9R/kBOSsYqtlAhCfipnxmVF9hNDFDJtmKBV0ANAHLa4sUOx4pxpXGCI8IloRoLjD8q2TFs9OiXeVd57EtMHjqF7HDSrMwVWVxZMHFE0CmLNWMyu227dpBQqGxH40Hl8i98UieLPnWEZVyKH8dF9I0uQOkHWCfqSx/Sla+ygiqbAljoaIQy+lKNum6voJwAt5kxCqni4ssvpDgSnEh5F1d6jJcVlS+tGQt2ylT/3A7ImfHgcAxL/8yjkcGxWTflUs+8EKrAXAdN7bxyyY0xQBqbu+9oSxu7NQ+2HZEGMLs2SKmWWoI0s7FsBjIofSMxBT2PDsYFo+MLinR1zHXhWvSNxNEW+hvJ70jHem4bP9WiwJzt1TJCy880UG8KqVdhguLn35FmE0zlE7/qPIGSDPTwCc1crg46BrAGLs4AA56DhTPP73z7W8MH778nCgY3C72CFgsWHi9YhMssMoHImOSzjAQiqSB0HlkuyLTDwcp9JH5kTThPBkzujT+knqaa/kFXWmePOtOqbWPaE73ggWylySv4oHY9ePPFEcsZ9fe//wfDd7/7XU8UtwF0oy4vx/rgww/bZZvY1DwltiY8X7phQvKklInLkzd82uREHU9awguRRUYO0h0CE5ptoTZo3sFU/qGesUyI9D+xJjotCshABxYh+GOS6IU8nFNZA7MRwnoGtj0hGfNlEUSBCd0WGcr4SIgvtWB1FBJU30DLRM3kyaQaOgAeWkwPcjbP45PeLal+VT3r0vgTPOG3RQGwbH1oh8es20laemNHBT/2/vAh6FyrFzmTfS1O2Kkck8gzC6elSsvDjwUpC0NuJGWxEj/GJITukOxiwI9dC+4H4Z0/8IKecULactBDOrDgR4xsiY3Em7Yis7UOZUxRiw9tQyB5L0qiB8fuXNmKen6MWFUZ++SrXSJQP6U+fcjuB0CtOBvksigWrSKFOEheFPXBHr5RVzG10VmRgTpZhDP27cTBuLVltEOl+Sh2HwpSb52WtgFVnmCUwbarvAeuQFHR0g+1y1HzZvF0uxgP1UbHoq04rMzHTRUuj9Jf+KRm/uZTTrgyBnFM8t6W1j7XhxPycHxykoVu9VQNMXpZrsoSlwbRHX5fvSNixQRNlnOFA5RerLcFYFfQ1x/TK3xJ29A3gE301cEwLRJHW/jfSH5HOtWT3En0KA99UImwTUaKQ3NTexRsqlf4iLg+71n7GtTB5IGpeC0gpcVMFUy8XLrxoqgi/nvj3aePh/ffezo8efxAC8OhH9H1OxnkhLBlwcGJTEvn4G4hZzvwB8/UFB3h29SyVJfJyWFXRhk7JJxxnPk/XjRZqpx3cxS9qeikLgbcfy3OhNgmDWj05SCHgiz7A8JALPxgx+uP/uiPhg8/+CA63xJKn7Jv3dzKZZsHDx64HDz29WUZhzgUwXFmmLTvD2BC9aTKBKUYHDH2kH0P2r0GOXumKGdh8Ks+Z5LPDcK5lo9NMqFL1ypXvSxganvMtQi9bWrSrDbzO+pKT0khbE+e9qhQwyL0tYvD5OqFWpUzmWYxzs2/ogEvesosC0GKs9AoNJfLfd0cAQCVSr4dCy0c1skMmNTbOFAdj32lWZjz/zEqQyUhw5NFFRxjnPYnYDMWmVoU0JtwJqcdHtaPNqtMHMyTN2NSj/H97N1nPlTcNjiqrn7M3Xm1ET7YBx62j/KxU3YFWnMcF5+yaTka1WdoUS/tYpFMf6e8pLrvyCswLhgv8EWWF0z1i5kKkGlnE93cxkDV8WUZ6QvE8Zh46+sYME0Qzqc8Yco76XS1vfI9bZURerxBYigHXMbYUbF1bQGwk9r419ijHk6g20T74KOAHWOzHA8Z/9JReMYO9qkb2csJp5zjoXZGAHj72G/6Tn3O/SRcSpd8HG0cmzbG08bMv2k3YzK2Ival37/88/9uvEdk6qIocSVMpDOYakUQYFIMcgVsk0dphR7GvOpXepXmKwMxpj9Q9erWBDB6hW2wSCHkrE3NRtiqQg9LNgxqqve20POodEQkTVvBr8oq3ByfVmdg1uCe6HramiCIc90315SZXLnR7fj4lQb+ucp2tJDe0+T5zvDd7357uHd06BtccSB2eDWnVoz0SSZ2y2gHHnhPVLQBmcYGJp3a2aDGge8PcBtUT7J5J4mfuNHBCctwmYB6kR1Zmay1QHDQKjYv4c/OT20TgMsaTAH7+rl/f3/40z//k+Gdp++Y19tAtacH8kxGOCLvv/++d0mYTOxsYHfZnG1zJhXncQroF0+IcUiycGvhEF6Eti30PkOFzn3H0zbwSZ/7JWpqZTkiqrhqOfEUXdMPpwmZmZAvvVUMkI9jo0nPZWkTaext8wpHMm1PyIQZiZR7Uqd/FJhomVTZwaAe/QX/3OdxLzQq430YPCmSy4KyBXbSxztJapu4mQ56LxhtUSM9LiAaQ9BUv4CrAB663KskXKuLfgQWHjtRrR3oq4pOY3/X15gHeGIN/dgF4Dg4UJ6G26m+OLO+1OWSEzxfvnqV3S3sii6WlzPy6inbRzF57v/AkQEYE9jPzqp0Rn87AK1drqG+pS3IdJvUFp68oByZ7kOluXGWGtTlzD19nB0P2u/dHuGg9YeY45z6ooQvx6R3NYTAOYsOgNohujrugFpwi8T9UqEBOB8DTU/TNCgc0Mfg65jq6a2ksuhegH70nftP+gPFw+NeadvBbVVQGvtAX7TQELOb4XGncuMVm0Zt5r0v6IS9Sr84cxPAv3dKkFXHR+npkzPl4c+xTut8PEhGQtkJfMYX/TK7WXVqfmvAlbBcPqtX6TnjxZrb5S3DWGsD35vAVh1U7M5We0L6dhLntmqxoMdXyvEW/Zb07/W8rY17mOnW0hExx6/K2iQ7B/46fQHoFJHgAAg9SC/0GuT8j42v+Z6/kVNy4jMsnrjhOub9+3eH9957Z3hf4eBIi6AOBBwTDhomJOvKwWGefKNLpMSVGA8i8CDof32oz+vRoeMAZmDwWvtcujnWGScTRyZI3xDr+Z1JIBPcCOLHxMtkzkFsFINMsLtzMezpQP3u++8O/+S//UfDo0fcDImiW+4LeUtABv998uzZs+HJ4yfDwX5eJEW7x0m0OR5TOjaxM4BtVIZ9uL/EjXe7oc2Oyh3uI9FkBd73cHjBVv0o4ABPB5XzqvrMuTh+2Ec1XKaksulPQmxbutiSjR91xtDytrVovQsiDHN1QiZ1z93CMxrgV48kZtGMg+DuUhkf7JGgNoovfcqlHBY+YhYDdoYok9DoofrUqaeY4Gd69b3v3VDe9mntZ9xbd/GiD+ycCK1v9NKx4LNbyahFiYUFGdRHp3Kukk87WODRm/YhC3ps4La1AD0xxxKLI/eklENUY9g2krNDeWyEHbFTsxU8UIq2N560B6eCFP3qRVPF6IA87xaBoo6AOl54FWxvtZX66JA+IcRxAug7sxCOcjMztL4SD9pd41uE0U900SV9G8WjhwOfSjcaYoC09VQgXWUVSpfqI3DRLYAKk9PWHLMUGdLO8Cg+ro+6siF9jgNStMxF5qQ6dpIlD551WUtaqQ7jJnrAr3SDDhxl4PyfSHI6o1vsRJxx18amYnZTwROPc6lC2dq7rV+XI2JeKEgQaqRW+VLN7fKWYRvfm8BWHbpiJ6+tcyaJVUj1xqPn3fGtVEg7ogVY0r+XcVsb9zDTraUjYo5flbUkG9QSbQ+1sBAr5xCcSzltsW3z1MeBzvZ4EmFvOJUjwFkb24W8TZUnFB4+fiCn5L3hww+/5bOrly9fuh434lkGHx0gfHaV50D15KG0FzUOXMpZBCTUC2wDHA0VoVEb98NwaqeE/8rg/zo4082xsMvNnuIFXbbGIdeEosAk7slUzgwT6d6b8+G/+b/8V8Mf/9F/NRzKKdndFQ//a26eevm6Abtwc+uTJ099c+yDhw/l7L2WrTVZ73IWhV04+2eSbJM593iA84QDTqXYF/u1/mRHg7Nyv2mTvuMtoKqHrTUFmiZ9Ih2wudJquUOQsqPq+5FPpSnnpkffaIvsVo4+TJTFj3WfuuZFP5GljI/kMNFmUU+/rAJjghfw2TkQ1MQsQW6rOSpNv+bv9bNQWA8VIYcdHZ+dNnzphk3rLJT7j6SF6b0DwDhFN6XhE+ncYJp/qE47pQ+XZ0QH4NR4d6HVg5frK3gXTroFYhCOl/zdvxYs9QuLE9LOTjUm0aXpaV6Ks/DDI3hSJRsYFymVWYTK6P+qb14UEEMnwHHBKcc+LJq1sKYONhSd0rSXsYKTEV6q22ztIF4E2gwfjyuFLOqyH8ejeECUhTEnB33Qj2U5Fng3T31EfqTj08ZnBcYfzQKqXeD7uID+Kxq3CZ1a2rQqw6mM7ZqM1nZlXBeboQPjAO6UsctFuxmDAPXY0XS56tduRXhKlj6x0VxX+BNThu0Kh96MIYIoTV9zWfHErox1O9fSbW8/jgeOip0dtzV67f7Fn+WFZs1cUwChIJkOpFF2orkliBkNKeOvgkUVTVBrUIYydOo0NTeG/LwFzJhhjRI+hepUPn680Gj9VKDEHUW6g463SyxjAhct2G2NT4PCFz250a7X5FFQ+s7pGHTWahZCshlPzAAl7vmtptfkmT4hPFvei1ZwXszRSfwlxHfxqzTxpQ4+pVm0DjSZvPv04fCdb78/PHp4NOztHPpFap5Em0w/aQPPNsl4K1yBpQYKDkzuFdGx7vboqBonCH0VtHhI+h402JsJh0lBMTcJconHjCyDpGhER12ffUlnSRh+9N/94+Ef/eDDYX94MezfOR92Ls9EIz67qs+EZ42wh3hmL+HrATdxZ7h7797wwYcf+Gkb3xshhRlPfmJE+viyi+xgW+BYKH9n90B2wF7Q01gmavQWDfeZsAhQZ09l4gkf2oYZMIifxqGu6CMPtI1sO/GUC85h3v6YerYecqy6FrBxfUz/xdHMAu5y1fGZP7zoS8vJIggvHIQ88nzHO10eD3Bz7E5zHfjV8WUHjFJU1UDBads/5AV9u8PhkZymRutyBeSzmPqGVy0uPqNUe9AzOwqE0PHuDRYB60cbxIDLISfnJzJdGwcae9j3lLNXhQvl0QwH5EI82FTynyXKbtgP3mfycJCKTSMr9DiOyKgAuJ0tfe5LKXIi/JGDTttkR2zDG1jRX03y7olqCcKfdNnLfYaNpFPw/BgbOSaLE+K+EnjxVVnlAZ+Rqz360XdqR+0A9Y6DnVX3d0TgBEFEjI1qLOeeJ4rmziM4oPKEWDm4PqavPMe0NE4W/GpxLjpwBDthst2ujos4/mkPNrCtNY8Qe1xpYSeGDvmcyFBO/3MJh7Em4jY/MfY5PjNO3Ld8xNpOWyvr9faYV/rMl91yKbn6DSOgR+ixDw41zsaB36VTN79y8kfAqa63Fdt+inZ/9KfcIxIowWsggZRtLL8l9PwWeSOzJXu4rR7bat2E7ybdGQT9p2BG3+JNsE2PTbJ7WKVZpboOj4LNMlqig820wRMv0fS4RR5CLY0GcOOn8SZwAGaCyYKj4ul9IO6W4B8/ejy88+6D4Tvf/XB4eP+Bz/Z5XXedgQB5H4J46aPp1TgDjEyjkjpwu+CSFgMcuBzU3r7mfhJ00acmBNNp4s0BTj19dIA/fPBAC/99nf0zwYsKeiZTt4tJpNVlwv4GAH152ubp06e+l4R7JXi6AjwTTk1ixJUed5ek8xiYAKX4SOsYhwIHhksE7PyovnCXinFmit52IyNTYa/IqfZDlIgFylv1XhKpX3TOub6Ztm5lQiWTbO67yBkcf+IILzmD+iAPcP8q1AQPKxE2fuiITdj9CNo0qsscjLPhCg7RNQumxh/1hccpYPelHsm1Q6LAzaoek60+5TDhrxSIawxBqyGllH4EtRgii6b6korq+r4OvBBkqmrqE0BV28KDMgIq+KVp5JFlnOq0foB35LVdDeHg4LFA32sMR07AOvJtcgCOQ3BeSMUB+nIUHfgo5limj3zMiy99xlgC6tJCdE6fepxCC/NWVgBNlG0yFAqKvqAvK5jRr/Do8zW2clxkd8myOwAPXdUvKH2LD/nz5pgWvspsb+HoJd5VQwocjzJbtunSJ+z20UT4FD94pG/lfKh/wzc6ky79K7AbM+6CwE8An9rdyhhmd3ey/+5f/CmXZloniOkiFH5D+YZa26Hnt8R7mz7XgJ5yWy2MeitwtVZ3Gs+LAkFN6AUCwTY1XNxo5rRTpscnzU+v3IRfljchZ+U+QJNcqrdoQ6FqwFF+HZpVCGoJH359HZLTosTBkQOZ4IldEy+XbPhzL5rDAs+Bee/e0fCdb38wPHv2WHVUID61BQ87+E6OiOIm07xdIelalDgjDYl+dCCPOmgF4CVtb3TWwmvtuUmQR5OBTI7U4DMMn704Hv7T3/3d8PNf/VpnJTvDoZylvcODYe+Asz4uDUHV2jq2+ZsB2sJkw2OlXLa5f/++JyKA2JOggtNaHOKASF/qCWdabMJHuscx0aSKc8XlHZ1R2dHSZD3Q1ksuEdCHBcjKIkjbiSvkRkTMzuKFmMiTOIWybvoEgAuEk06OcsYsHJMoE7PrtgUU/Bga38hMOhAZdZ8C/PwEi3hxo3XRZXLOQgStF1XsoQ+LAExxqNCDIIwn8qo7LUxZeFMleItWHjr4mZQ8EbGOBzsUrR5M4EOa+pEXh8g7NdRBXyUch50Defql6pYTQjtpT/qdxSntsaX5NpmOVQoD62+dg4cQ23sRJbginGJjSLILwDhiYUf3OvEIpH+VGPWjPROBdxwogyfjVXzCO8HyGn10uh5AOxsv6NEAfrF9a3PjX3TU7fGrchmX49jkozYwB9UNqOz+gaNa8aNd7H7YGaBZrZx2wwugbsm246rQ60SFHFfEOz45GY93181YJDDWAZqQqrS/jiP16WxHpMVXwRKNlXpLuAmHG9F2ur29lhPM2sz4wMKEHqaxNkFHEha30Gpm7ym91A8ZvBkoq+oVfgk26TbxK5o59PxqkPFhgDvVlfcyzFfJdZrKT7hVyEGU8qKteoVP/aY7B4oWBGIm/dNTzgg1IXnGPh8O93fay9I+HJ4+kVMih+Lk5LUmax7dzSTLWS5QB2H4m7vyTiqGnzK2Qzt4bQeWU8rFSGXc4Mp7Gthaz8TJzXfhc6ZBxHT9/OXx8NNf/mb425/8cvj408/M4eHDJ2rHgVIMNCbYpQH3zQDt42kbHgFmp4RJiQkNvM/66jKJdOTyzfgEDu20g5LFwzaC1osVZcI5iIazK6WrrfSmexQTK/bNpepDFiAWMC9ITIyeFKkHoWtEjvN8Q88n5YG6NFOBOhuD6JN2TXJeDNiO8OIsvuPkq19Q1tPUOCqasJUHbzpsoY+HJLHqQ+9FR0jqgI+TgFliQ7cDhIA0/NjpwIGgvp0aylo5tnRaelKkyO3geCRU260bNhAtx0yO11x6cZ+ojo8e6QOdy/1VP4iuHLr0BeQcR1qA1R5IgaJl/FtXePlYYJwwNiQKu1AfmapnWbQDXk0/8236ko68yGSBtNVdpQkWkK48Y5LLB4w5bGGmAvhhf+im43mdT8WEoiF2+1u9Ku9D0RVtpfuyWuhLFzuzKNh0pJzdId/P0miljepSP85r9JCMVt7LSNmk5whKk4VK2oZeAT4pzmUhIM5qxipp6tFfPe+E8HS7ekckQhJmShQIt4Bdpr0h3ITHbWnfXssJrqUDY2ABqmZY3FyrWZs2pHsAv1S2CQ8EfRU/UoyUOe0qv+RbGZ+uvK8HVPmcZkpvAtfp+ACcWYf3PIQ/B4EcCadFpyImPxyBly9e+S2WHMxM0Q/uHw3vv//e8J1vfTgcHR4MxyeZiPgvGmLvfuigCn9YwtNJZdrRZFwhocyEOR1tbaIQnje48sK289MTTTbn0qPVY4KWnOPjs+HzL14MP/7xT4e/VTg5vRjuHh75qRZeHPa7BiYYblDjfSTskvDkDROSLNC2a7MYeCLCLti5TYrGs9CoDPuzIGQLWbH66XJfDs1ua6fy9KEnOPHxSNQqygLNHJlJTrYDJ0Sd0cWa/IaO0Cxs8A2mWsQYD1IldVrfpW+nvrSO8LHUguLdxkZHD06/7kcA3Y0S5NJKADoCC6tvRFR96LAjCxBgG8lejGV0MK2C9aG+F2LaLTxtLD3Mq5U3zfmUzpRHXhbyCryd1W+QlUzbVGrEOcqiw30kpLPwNBkK0NdjpuDpX2S5/1kUaYM+vN23dnxSFwdEixvl6ktwBsrMQTi0F0/kEsfK5bTRuoAdNMUjjxFi45FQYD4t6KdhA27feR7fHndlGg28SZcMt6+FnmfRF/TlQKULH1skAIyH+vdb9AGgZSywi1ZxyTYwlhtP/gkbGh9rvnyNXHTPMQMeUatyc08IrNo4NT70q/qmOOOC8Wk6jhWVVyhIWuV/IUdkQnfQEfeAmIhSeSMpnPEb6i1hw6eVbai3BDeR1zd6ESi+ReAAXoSOptahucI99Dymwq06b4RFIVFnjWUG3xKsyp8PHP8q9LKU76s42w24Ii+akdaESTkeC+Y6mKzLdzDW4zsGkJN+hU8mwXn9+MOi5QN3b+B/NHbu8F83F3ZKOOAP9g9dldeif1sOCe8ouX/v/vDmXM6LHBPqccOp5mcdzZK5o4OQ3RAjAhzkTJyaSuoY9g+65qbfHLCQmFYHMpMy97WwE8OuCZdvvOgq5ozv+Ph0+OUvfzX89Gc/Hz76+JPh9fFr70TgCPx9ACYpbMaTSk+fPhn4a3jO4DxJth0p0r6bX+3yzazgNHkxSRrnCUy2wU6yi8uEq1fIcy+JF2M6QPbzTagKInIem+d+H7NQTv1CLJtnsdJx0GiRh+12PaHzxIjkqQ2URQ/0K72iO2kua4Bn4Wchhr+FoZc+9Hf6PGkIRlyX9viAJgy0oFacs0zfnyJ96mkWFgffsIoToABtOQremRBT0GVn74YoeGEXLaqyrghrmkmH4GIb2qGM2g8P8N5uV0Xf8IpDo/iMd6iYEf0Uu9hG2AAWbrsFRFel6bc4HHJWsLnoAdcXLjpEGWT4Ug46tHzkRCds5Fh6kY7S6StCnaX7MXPXmXSHj/uyYk5OqI/iHZgXY1A0lE2LLm2ZZI0LvXmFjlB5oOIqK6iFnU+VuU3S3+MVWn2ZB3DSOAHhvTDsRvCoPP0PjwJ4IbfwkSscjryS8APj3YyoJNykl2Ujd9SHGL4ct7lJlooqoWZ0Fx9ketezyRxPDBCSr6HkzByRRjYSXQkiWqJbrItyLTmDtOh68jbAjeQtwVvKX4UYO+D15QqYSe6THY9tsIl2Fb/aypge3Hr9tbqz/BK9f50GkLVJL8hKl77eZpkYcTO/Hp/0Cp2yfdutGx/RzuKW1o8PWrZm7969bxwvqvKNWjLaHTkYPDLKf91877vfGZ49e8dncy+PX+VarGRA67NAORfmr4FAXRcahPNkhrjUMa3pWzllSmXx4Ewsr5VnUvDqAqiMM1sWgS8//2L41W9+Pfzt3/7t8OLFC18m4SkPT5q/Y2Ay4mkbLtt861vfcttxSOpGvdhIE7jyWQwykXmyMw0OgCZO24VyJjflwMkJ5FIPONdRzITME05AjXPqKqHyirOAkaavUr/xpVwhk6SJjCeuxZLKpmExU5/wXyncQ+FLUNAqMGnn6RTRuEqcCkuGcR+kVpyjyEQ2C2WeUMhiwEJMGctCKhBFlm2lMcvqwlM3uf9J+rEAaMGgHk9rUaXCuRwoYiD58+FU40zMjJvswJiGRjrhHFsnOTrUa2oAtZCzSHIMURc1iY237dTGNNB8a2HP4pkxQBoayqmPTZCJDayP0OAoc0Y4Pownv6UVPtjCRblXBF70s/uDNiiwc1A01Il+4kQMzy7MAJkEwPIhDx08nAYp8PEqGPFd8JwgqDxQdHb2FKhPjO3LTlzm4k3FfgqFXULh4/Bhd8V8Gk/jVJbdOWyBHXDe5VDKpkwlkZl6fjuvbZ8AwMPmppJocFqwNTamLs6kDawyHI46rqlfOgA5vpACeXgTETbviGyDxnAVSugMNtBa9Q1l14UlefCtgOyCRTlvKX8Ven228Z3p3icX2rQJNtGu4pfogtuEn2CTjIIUTzTQb6wjdFm8r3e1zM38evwijVCTvPDZxAsYy3Ugafr3GahWtuGNDjD+gZQ/vPOEfXqqCetyOLy7N7z/wTO/cp2Xp1H1gslQg88HtHhqClEdJqQc8J6offD3ekgu859SPrAb5DFfuGRCurjgDZ5szfI65ZzRcyRzlsmjddxj8smnnww/+clPhk8++e3w+pi/dddZk870r2r3NwVMpO+8844v2/C0TU1YnmAVyLPYM2nl8kzZjLRMQb7hCOogxfSRJka2pHlqRGFP/YW9saj/HA8e8N6L3Zn8wPmsreQoGLCTbSXrrtqs8qqL3jwW64VVfeRLDZqEAfolZ/6NHZ8ksoi7z+jXttA7X9vf4qsxhHOTe2u0QCjt9sIAmsYYbQhwQp/cUMoCkLbYUVIePDGeA7RZnLNQmE662i5KY6eCLITcl0Ldlkd/VjToWn3KPK4JXnAoEj/k8HHD0mb4106J8Q0qnf7BXq4iWe0kgHoKLHTQ9HqmvBwQyZNc706NZel3HDtigPHWQ+FXYwAeFWYgktKrAr1C30MLDwKyKk2AztVXcBzjzC3+Z2LZGB7UzcKfYwQHKs4zbUJe01XBl5qa2sa1uGgY6/RBb5sCysFTnjqpZwrJoS5y0SGyMx4YW6RdR3R2Eqk38iYm0K8aAx57lLvQMHNEVpX6uqGX8LXJqxb3re5B+LEYQwar/BI9hm7JrwpGfhv0W4Dr2Ar9CaYU/Sr3JR5FO0WVXqfdBEVr2VvrTeWrtKX/RDO1oKc1jbJTzwmUrDOEGX4DmG4lmCOTRaUVcZDdGfLOBWiYLLihkR2Pw6Pd4TEvTHv27vC9733HuE8/e+6DlPXI/147cCCrvpwLDmRPRlY/ZxzVQnir9Z7MdKirPoH3Gyjf2us3uGqxqkeS/Wd/ovbZsyYz7nf58ssvho9/+/Hw05/8dPj000+9S8Li//cBmFh52obHf7/97W97AuasF4gjgu3Tj5X3mZ1tXxMhacXgTKOFhUd+OVNzf7HDAq0WJ2gbT8/V8PU9K/SLkAYmysQeA6LP2SOLBjj6Kx1FuS8zwUcTs/VweSOBD4spesGjYtXjKSk7WsoD3jFplYiYqP0PwOCjrJ0cdgug83toir/KPO9TDxZKsstA4Kzfj+VqLHhc6JPLfqFRA0cZxDnzthoKoka2IP2iBQacFipxd/9hE9NLsGVCjN3EAH4E+g4afhwDCBBgE2gAL7LKA7Sfe07iTMQ586UH2zl2Ae8nZFodcJRVoA4BnbiEAM/SDz7oT/ugrbminIfSCYj84MoePbi+dIg9JBOetm3AizbjQiiPYYXiY5lNB2LuTTs+ObZMAJ44Hb73w+MFG7Wxz0f1CFiWcREbuKohZQWxCeMAbMoilxemkbYTIjshBxBHx5Yjua7DVzFtSmn7VWQ6lfc2TBQ9Cw9NILYjv/sX//T/Ot6s2oOF3gIW63W4TVxvK+8m8PYyYujrgieLK2CmT5/cIuRG7RDtEv0izj/BJ6r0Ou0m6Gm31buOjBGvSC1JcoWWfJUZoN3AbwmWaMMvIaVFw6SitL4sJl5EdDAzWXPQ5YxwZ3j33afDD37wg+HJ44fOM0Hta+HxzV68LE10OSjDa9RBgyZJBo8mBVCUK1utpF4mHs6sc+8Ai+Kxgh0WEfm/bzSh1WvCv/zyy+GnP/3p8PHHH3uiY7Kpm9p+l0C70QWHhOBHALnnRu3DgcDGFWs1zoTI5NXiTGSyi2PRMEEqeCdBE7mdDbXTjzpjSBxH0frFazY07cfW6g+ywhH7TbCUexFJXPLoc31HXHQhix7RhT6ANosHC64m+VaP/gKQk7PDnM0jhuEhFJ0cWiGME9KLhvpyn3uWxA/9agxZV/RozlnOeMGz6OJwlR3jQADFEx6A24aT08Zr4QDYhUryVG6g/baN0UoHXQnKaHvO3oOLLPFvaY6XYOIIcBzVJaiC9DEhrAnmQ6w2MJ6Dp93sCmbMw4uFl0uX6GJnT3HZy/JpH3Vt/7k9OabKESHGVoSejvqFB9z3AtpVC3rRA0UnRMaD8lxK4/1FtB9+5YCwk2knxPbrbN3qVyjeFOcnMk1PmmY7FYCaOtl5VYnokp4Iq30VuNSGDgRsnktA1Cg75JINdq+6QIsMRRv68KqneHb/nKdm0o5ZpWJ0U1iqZ/ZuvQKKkF+B28q7CWyXMZUvk2LElrwGbJXWM+uTW4TcxFbQLtEv4vwTfKJKr9Nugp52W73ryBjximrkrNKSn40qaDfwW4JlWh1oWikoGrecmQzvMBFxQDUygRfAS154xdbvxfDq9StPKvuivXfvYPjgvXeHb334/vD0ySPR6sxHEyQTEgegdbeQTIjhNzF3khULOi+aLFQ6kDyRKDCxOT/47YfnF2d+62a9WRF8TQ5MrK9evRp++9vfDr/4xS+GTz75xBMdOxO/K0CvAiZenrZ579l7w7vvvONJvV6URmDhyxmhgtLGyy7+x+Oyn/qCci8scvzYdbBTwSLMroJo4tRg99gTI2FdfuEPI2yM7dMXhOhJih2o0qn6qvoRnpapbol+3HTJmacWMwXSTNq5hyJnlXZGFHNvS3a0srBhmtot8eWJCLKzwI3S2VGR3qpPbDpROaayaPnvGELsQxuzGFIlmqeu7dvqFtA3taj7JkU+raLprb8y+sZxwYr6lRyA3+JmKaqTrf30m9sCf/Spdlt+ymwn1SnbdqqNOJw6eGBLaOuyBu8JgqdIXIYMtMDJiW3p3/AoqLHY49GpnJDYqPVrF3B4+nFMuvLE0OBMRB9slN0qjkfvWqk+5TggufE0f+hZDghhVU9zKT0VSoZHWMOPddCHSMEOofLY2b6HAVq1jXmGHDSC0sG6uzngGbuxg8cZdkWWPvQF817EhkcPyC5+fbvEpl2aUZ3SeR1QsiU7kHl9gK8F0S+GVg6/JTpsshrGeor1YwwwGvjWsNymTVAHMWrYaqugsiV2N9ISti0gwsEFAfPaovSSXTZVGQ8WBQYIdL28FM0PqEoH1CsLvGtwZYClzqye6ozW6tMbATnQwKPS67AJX3BV+VJZORsJaU8CebWR8W+6pHnKg8KkOaO/43s5Trl+ygKoxYA/3Xvn2ZPh23JKDrXoYhcdtjqAVZWPGOaGV494x5r+2rGgyVDhwvcRKK0DnmHpOcO6Kq+JhGXU0xFng5qQucGVOpwpMqnSFb6kc346vHz5YvjlL38x/Pznv9CEkn83rfc9fFPQ27aARfro3t3h/Q/eHz748EMvpLF1AgsZsSc2TZbZkUioCU4swpOxLbwfmYWGG1sJ/N8Piyu74Px/j0jH/lTgceGdN6pDkfLMQ74NEqKGY6eB4Enak3gcDsqeP3+hMs5ocwnAToj6jEUdJ+rivG7ABK/qCqdnciQVssvGLgS8uMy0KwdXCI0p6CnjXhS/tp26ahsqIL8NltFhw7lhxXHfsxC2hk52n/oa3hKvQuSQT8DRlpZCa9GFBwsR9jQdPOdgR1Af2oTTRIK6vmm22ZkQp8lVRCIa92scKhyW2W6A+hF+7hvh8j8+yesQ8fGQS1DZEeR4291XXfFk/Hhck1acY4dxQfvhkRZUDOB8+PjEdmpjjStoHOuDLPqw5rc4bXFa4hzteBfUJzAqx4lLoE7slh0B/hsmN57iVLOLZOda5XG0pbtixh487SyrfAwQKqBFtaGfc43SD/b2U1aK7Wy4CxW7rtaBPcmVfdwXoueyJDajjYyhPezntos3dvGcciE2sonoEZNLcaT5KC1Sj0PvQNLeOCIIpe+Qgw7XuFmVCi05AyGvrrgIqHfdej0tUVUrY98eNrVpGbaSYsyW7OFttYRB6eloi9JLdgnq6noAA2YTbc93nm6JVVjAj/UUTdZi+OfDwboEVOvlLPa9aeb4bfkelsqCCn5W7pWImC/jKKGRBt9wHHDY9fyMsx8WnTgCB3s7fmU7/wr89OnD4d5dzmw1Schx8IHLAXrJZK4F2JdxwjiLRpOXlOVRt8qZRLLNSp9mEvVbPE9ONaHoLNETbM48OUvkxkbOIH/720+HX/7qV8Pnn3/miYd7STJh/G6BxYibW7lsw84NiwBnkpytkQb6RQKdnVc6sfCtfNwpoaxNiDgyfoU/s7Lt2ezbTOs+09Rth4G34RLL3NUXNeniNHB2i2NyIlvjJLDoZVxDUU6Egvsg2EhRUJ7LaK6rmN0OFmN4+mzeMqVl05u0Fwx9OH4CxPALkALDQofNjIMHC1kHtWgR166Nd9MaroBU7VhknGGTnPGDw24JOCBtAW/2B8jHnvkAXsDoE33gY0dCQPvdDwJi08uLQSY8oItqku/FPAHaSmOrGicVnBd9P7YnvSfb9e0GPFa6Om5BswHgdskWaoZxjFtuEMf5w5Y4oEBJKB1ou98BhA3QUfaK7thNbbFOqWW88vQB6NIZ2QV9Gypte2kcEcNjFaArO1WboMUJY3e15BDQa1Ue7bBuLUhxx7QHR6vKi1YE7QvPxmN2s2qLgcJVpZbqYMLfBBC+CAvonpahOALaXwHXUmsLjx6QPEpfqIchl+D6EjaAGHBmniQZJzdAOnUVUq8KNvRwK/fvYvtaQrApPYNmsN4uS2lr01TyAF4ASL3AkuazJNQ0c/y2fA9LZUEFPysvRwQAXaFB6UhgjmJC9QLIgqSJlAnp5PUrTwyaIoajQy6NHA0f6Oz/6TtPfVZ0fHxSzMxah7AC9uGXySmTVMmIeJaPyREBP04qKqsdERYk/g2Y6+Y83QPtxaliTS7nil+8ejF89NFHw89//nM7KOWQbOqfbwJoJxMljgiP/+KUYD/aUroRQ0faoUsbr7N6JZSXtcAp6PRNEyvb4EfeKeHyDdaCTpYbLnEYGh9FooOvztTZCdFCw0JXAzgy5CTJ2cORQ18vGKoLxSn/LeStazpG9PBkUqevGheXST9eOgVA78VNeNrnNlJAn7qPKeNLbfH0bw/gd7yL4TZp/Emw9YatWas8bGhzaD1mNFYYY8XbY8lx01eVqQ8wvsEbJKJfqACP0/o0naEbHef2AbAdzhplLGJlr/CUfurz425xtE3UlbRpdEgU58/VpjHhRV7B0PiRtz4C6ADr0wI08PfOjNpI37rdwo9tbLRAyeISI/Wg8cmFYijKdulLtU+Oqi9VebdGY0mF1p+gRlUbC+BjBwz5ys/06CHqjHWLpvQESI/2EJhWxZJofWhzQW7YZtfmYORF3bINusKv9CX4ZWnuF9oCjjp9e4o2ufmOSKfoVKEDKrYkjLrMWwOcrdgmpjZS0w89W1iknun5VcJmvov4Mudt9VmrtI3LevmkQiacgr5/K+3fDr8MVd4x62Bx3PTQit3XBD4rdfoDeypblgfAoyVGgIdD1VPZSLcCvfxJ5hw3Qu+IdDDW60g5QC231Q8NE2W287lbnYk1k8IwHN09GJ4+fTw8e/bEOyb7+zoj1lk4TgR1zQ9nRBNFgVmLFxMEZtM02exHaGlNgDi02Z7PRMaEf3p24omSSzd+nbY+fspHdVjkv/jiCzskxDglnOH1E1TkTO37pgA96uZWHCX0wDEZJ3ECdtbi4YVK6di+LUpcdnHf4JwwQeJUsH3P2XLS2Jkp149vqw4Lkespb/7wVewFXGaoRdnTNPYQf9sHhMvRURmlebEbj3MTvMOSQWKdohePe6sf4KWykteDHS3oNbm7TfAQVE+4P5GvcKYxBH8kMU4YT+jmyw7oRBm0AsttaV8CEEfXYwzZDs2WkutLBgq+N6CTB7Bgs/Cim5WiqCU8XkwafeDvxYy4yQCq3yCO4xm9WdCymKcvqAdV+jx930O1ByDtoLR3G/wt28NFtvOxFF2IwbuNTdcC81UZ5ZarUDzQl2NMlZyvMhxUTjaIsR+LfuTDz6RrYAdSUE4ZfEijD/oX75INrvKUYadqRwHpnAxNtC5vdalTQH61fslclU3eQQ6I8fowDqwraf0y/8QpcRWB5G26NNMLHcGMC5RaqnhLsMpLMhtQslS6Xc+vEnrjdbBB3oi7rT5dJScXhU+wyX4eECtlfb7S/t3Ao2BeryU6WJVTMOIVYQ3nO9LVeuQrTLDeDqDoPDF4pHf8FKk0NGQWoOfZpwtmuCscEccli3xfreEIb4TPIslktKcJYfCWPHfOozx/Hnd0dDC8+85j75Tcv3t3eP3qhW+SzDVYTQrt7CJNzieXDRIsXwq0Ei8M/otz4Xzj4+UZM4Imyzz+y3/pHL9+KRqePJicEQI3uH722WfDj3/8Y6d5DBiHpNqzOkl9E4C8urn1O9/hxXLP8s/JTZcskixImYgzQcrmfnIkadYrP0XitCZO6OVs7PIa+TsKXLNXXW56NQ1lojGu+lkfA/2gMC5iMMcm+qYPBOozdlhcA7zoCMWCM25fw4eHPuhoXb1I4hiQxgFhAYC9eClBXHIR1CIn7AB5LWyLlwKLLosbawN5aE0nx9g7LXaOshCXw0Pa7bbg6O5dE5Wz+wCOlo1tElhv2gxvCaOZ1lkhGfQsW7lKg6ldyCWuMYnuddnGumnBo64dNXhE9AygLb2yIArMKwsuMqhcNJEThXocAL4CelMfp6LKC6qcGBrfA8IuTXNEbEuVlb5U73m4bIROF6cEKrczSLs7KHv1ARx1i2fRUHfUQ2DapjN2Ii66oqFu1QeKpg/shuR9PdCHzvOmxxx8g+pNNndEoGhhxAGFJ+nfgglXYYXgRkAjbOpOweKXqKR0wXrNA3xWcVeFtPY6YYqAMdlssxFcPNFsoZ5gRtj3SWegTvaYcqLDi2bKBWKjwFSvbJdB79T0Y5hoIe87KlCy1kKHByou6NSJDv6iT0MaKt8TL9EJ1yHCzj98G8zLA0mk7tS2Ge8+3aB4Oy3i+gTCx3jIFNoJTqMQXgsO9xaw0PHSKZySLBahvyfH5IMPPxjeeeepDuwc3Jy5jiqKoQ5/ZTlrJc/EyaICA9ELxZGV03XFlPuv9MAKqTzvIeF/bs5OdSbHZQQFr1Qq40weZ4VtYW7C9C7Jl18OvFGWidX3QtSEg8BvGLAt/2nz3e9+129vxVHy9rVs4Em0TZ5MsjkTk74+Y+NGV+nL152jhcWLv+posdvbV37vIEF530sCnayG6d1H+oDSOZ7t7aCFHDCNHRjK1A/ShX5moQen0vBQmRdIeajedWkfytE/Oifox6EWJeoSTO0y5RXgR3dbF7eRMSGEauFA+F4MFgYhLdtlbcEnI3zJ8ziiVLqYRnlQLhfgPI2Lk3FZ/Ei3qgaS0Fj3Cjg94/ilZuqTh9Zjz+Fc5SoLkeuaf+NZ9eZhgl6m6RUA2hZ8aGw3haLN/TwUmhyR4tw+sHCRK7ufaDd9xo2dXH7Zt+OBAxKHJ2LROwxHxw8ZI5R+Cf5t+haUg0foy0Y+Le75Vrt9LDQ9AfOwlMBqHehoCyRQWWe3WRmF4gvAt+6N8iUytR3Hi7dRgwOKFiBpXfo/vcPD7JkGyEeBHpvJr+Gp09IcBLeCqe1ppMBci5+VWA/NFrOgAuuxil8+ma32Xjc0JqpD7rpAm6pdSzC3eQ8lt4Muu6le4ROt0yzV6zEejKLZVH+0wwroUGupyKjPGlB9xnui8QG7WkfZwvW6b2t/J2isD2yqB4xlDBglneNnpQp0pu3wltHypEcaIxNoXR1r+gmaEiYIFh4cEq0N3EjKjgX2oB337h0N77731K+Xf/rkiavxXzc8yqlDmWdqjPNWrgJxJhUFIqeYuPSrvHdGWKi0ZGUxYgJWWpMvT9ucHnMvyYmckPoL7ywKOEHPX7wcPv3kE7+X5NNPP/MlksPDo9bW3x3gkPDvvzhuxLWrk6drMl+MdlbwkzbSGRuXo6LEmLfTckd1d3miSA6J8DgP9KIXeX2pj1+IPUnn3oTgVdl61fFEB1mLNra8EFor/XpBMrUx1kFnl3Qn6Tb9O6zPZdARGo3qJM5ZaBwznA8cyzzySpfXrkbGw+VwJmcUPbPD0OpGKfPjDauqonQcEniUM+UgmnKy5iHlWeipl8CTQD5m/IttExvEB5uGFv1FH1ZpWwu9/JFgLJ3A7aw0QXkcbHBIrV2XAv7bCTt7XKAXoRWTZizYEbet6CMuvXAPURZuFuJyJAF4E+gH5NFT9EvhxcF4MXcdy0M240DpXjfqprzaK4CPInDEE9/gAHhVvepbQsnDBkBfzx91SWizo1Ft5biKo0I7Yw/KkZagXytDfWxJ29ImeCet+uyIIBCgYB1QsCVnMCH7ehwAt4VV+W7ELfi5XsFysoNN7dsE6SAq3UI1pC3WW7b9BuhIN9UrfKKka3AF2ugQ9Dx6duD7+qvQ0xZ48l2ART073tvaAdk2i8/b0dPSjnndq+SNZWOkxAL5Eo+edlO9bcCCWXoQaiI+l8PB9jkT4+HBnp2Rp48fDw/u87ZUTRCa+JhISi9+3edenLq+J6lCFylZk3xi4XFQyGvCxPHgPpLTk9zg6oWBlQhaEfNPwa9fvfKf73380ceWg/y6dPO7AiZGLnFx2YZdEqDsCfQTch6ZzGQ6TvwEzgLpC2gVkzYNlyJEL4NrvrsznJyxsLRJ2nIu/dis67ukyXap0tUV2Fp2dh/pOy7EqktsHZHrvojDUCDujbYhAGeaDJXXYp+zfvrVrHwfkP9TRGXIoM8yvriXJP03LnwKLDbELJpwxgkpWB2rBNdbg+iQy4KwS7tLPmlVFehH36JFRzvHbYxaN/pGwVwhbPE8sMhmoXX/mUqsOz3L8aBP3S6li8Zn8upn31DKjoZo8i6SlFMnizD9kN2POCHsEPLYcTko4us2zANAm3IikHbRqzFBjnnTtYBs7ifL00KN3nXWIbwmIF+4vgz5QLUFKN2wb46H6tOMbQBayuPQ0xf0SULZ3IAspclH54xZ+FYfVnrlhWZdA0g7+LsOYlo0ffnbOCLLgq4H1mJL/XECaDBr7wpsLismN1C2Uw09F2teoQswK72adIXVFuIGbq8HjKORB+klSPF64YSvgyswt2fqicIxUB45YRzIhvBqVa4HvSillywedcJ7rhtQwlrcFfssuX1kLePMv9H06R7WZcyheK7Wp1rskkkqk3JuDmQiZfI7uns4PHr0YHj08OHw8OEDzTCauLi0IjvqGPeZdE16fGiDzy4VjFdskZLjiYTJ0TGyNPFJDu8M4FIMTgkTIpdvuIxEXS8SosEp4VXyvDCNe0qYYNgpqT7dZoOvC3hba93cWi9vY9EdJ0Kp5TS7I4oJsTkLMhMuNOCY86DRBK2Fxn+258XqQPZSf9imGcvQMDpyP0PGTCApWxwCxcU7Mlt/YS/pkb8QSN1+7IHy+BMdbIqGMhar3OzK7kcWLhwZFbW+yqLuMQAooj5jCRovMAosqiNfYuprgqcePCMfFRgnDQdfybB2rSx4s7HeCbQB3nEogOQnxxsnmLoAEXLpt7FNolmNIzsy0g+yWTe3UED7YBi9OEbigFLOfUfcDO37PswvNsSm0NTiTHmls5jivOCEcL9I5NMWjqWMJ6tlkNTorEC9FLZ2t3ZARV+S59KX2yysT/QU3IYGtAFw+xqMOH34FkBDQCf0ju7zMQ8uOxupCC+S7JLVPVKU1+5G8TCRaKG3kwbPPsh+0PW8UQ6fYfdHf/bHf4OyUaKVCUhWWALXcTyHWzsit63XwNps4VHF7iIPls0VNpelg28Gk23LbjeFmT7XYFD0ia6uQOlqe/t6y7bI4FyFvnWbbdjAxaHZRkv5Ek2P25QumOPWy4GRhjPDpBQrtUTe4areJtolfXoY662QcfBWQSbLTECe4PXBUUBXHi091ET44MH94YP3nvnyzb5w3ADJuQwTIjp4gmq6UD+jOSkXsX0PFnpSLGBMLp44NRkq5n0kJyfHw4mcEjtFwjN5+h4TTZq81ZKbWn/5y1/aKWES5ZJJTXiZ2L5Z5wQ5nOU+evTIjwBz2caLgXTI4qHJUwsSizELk/UcF7J5YDfEfaG0J2c5GwdHBzoDPhiwnkxnp8T0re/gr69jG50gvGVxXwh8OVOSnq5HTBBV9JKO+hRenWoesDNOulou/XDO2MhTWciwk6CA40hf1DiiXi0KxQPW1jXsHVhogpdY8ccZMVDYwO1qkNpNT7eg0RuwRUsKQhMofGxFRiGs6sfygXJGCODgQ1/VokhbaqGUJq4DKy/kqkN9X5prNPQDtmDxxIk7Pj6Ws80r7GqMylaNN3SksxuS+nFC5jsrBlVFvh1B46NX3wcTTGl4clyV40Xel3s89qCLlXsoXYon8dKOFQG6oq18j0dm2Tr4qcytQIRCbEDTPMv4g46jc9LqE8abjDv+5Knje0RgRLgZLFe4tSPylqCmblJphNVijLAJNpetdv91gI5oSVWHQzpzi8IdzGivUa3oE11doUp7qr7eJj2X0O6HBn29Ojhn+vTpDjbJyzBnYiAXmpmM9gFW8cCmepM6OWACxS07CEXTQ8+j0pvG4UzeAlynXqW57q+MAoslE4MmVk0Edy7jFPAPvUyM7JK8++47w+Onz7y9zL0BTGzmgSOjPql+qQldK1bwfCjrgwCa0IKbnBLuJXmD0wPO2/45O+WFSOyScC8JjwEzAdV7FoBtdvk6AJns1Hz44Ye5ufX+fTtYmRgz2WbLuU2obVL1IgCuLXKonsVOaRamvX05XPeGg0OcrtY+Pq2NuSlTE6/6iDFVNrC9FZDZLxycVVLTNtcHHapsDPDTBxpsW2fP7HpAz+JImwzWN3KRU31a4H7Fw0EX8U4/43xqfIm/Cuzs6Ag0fXSIfqR7sGaNR8Ajyp+esi4R2VlqtHZ6nZ4oLct9MC2YtINgxwAnQukqpw3m1mjTlvQxaULu9xGtaXZ9LxH/+wKN+SsA6GYHtcnr5aCmeRhaO7oPX3ZT2DEMRF7BVHcO9CFAuzzW0EdyI9OczQpAlwqU92EJRwAqBsa0ePsJJ+X7ujSEvDLWB2C8cj8McwsA1iVVviI7/Rz7V/vsgBP/q3/+f3ObNsPIfgZUelunIw0MoNyt4LIdZDeESbbkrl6zEfS6FfiEpaULlugmiEc5A9FfVWMVSrVNcjw4Coq4BuoKbOJReOJKb+qPiUc5BBNkcmsZQfgRS0cNwuD86/QmqDb1tG6R+U06Ar2eI16RnYcV8DboguyZDRv4iaB10pnsPg04jzqKFssWoPAeFQskfb1NPAoo9ySl8Orlq+Huvbu+LIHTgRPCRPby5cvh17/+9fDiNX/oxYSTxdBn5SxSe/AhMLHljFnYcTJEBvYi7N25O6brJUjeHdBCfPfu/WHv8ECTVLa5d/frDvp9X9b4/vd/MHzwrW8ND6XftnZ93VA240Vuf/d3f+fdHN6b4oW9LUykCdkZahOp6rDIGD/wPpgsdOQ96crmJ8d5LBrcDmWi35EvKJOZ9g03hzJm6KM7bSyjT1Ii4mxadUiKlntPdkTn+3SEhC9n7sQs6jg79DM2x67Wp+lFAGirx0ozO+PAcXM6cvabhZk0fQqPoinl4uBMfUeKRawWa+RgR4PSqmC56EYZi/O5+Jb9++OQPGA+zB1iTl0CdMQF7AYWlN3Sjizc1W4ARxze8C159BP9Cq7AsmRncLz51HOboHhRd7SphPqG5qYfCO7D6fn10Ote7QTSfxlbXB6y7dUGKLzz2WwNDXIpz3E6tR/elBOP7cPGTs1lk65Q4Lp8zLuNH+kDePfDOkkmj+gqrrr0u2k50UEnj1N2kWIXH09tHAI4dQDHid/h0z81swwImhSdwQb0daE3wO3hdjxmshdYzMqnsbJGenUbuooFor+qxioU7bVsxWTBwDbpOv0mHvO2qr55bKddJVnln2xwVdLjNsEqX4NwveO7RLOsW0/Yly/RdiDcdhlzgjHvuhvKVqDwHhULJH29TTwKKPdHsRd8xXnsNpMvAsBzWeLxo0fDPZwAYb0boMmYeYv/X7GhPYwSe+Jr4wIujgmegzO5+P9vWJQVcnkmfz7me1m8wLHNzGLJjsnF8PlnX9ghevniuXdN2CWpxfObhpLJ/SM8Asy7SXDgatKknEXFQUbyBOzJmIk4gYlZU3/wdupSh8cWfc8Bk63ywUue4liz7RBg+8ar+tCBTqEvRBS5kYPdmfxZWP2X+dazztYlh3rCYnNoRn4937bY1IKmpCE0LPDRl74+ZyFUzGvosQuLHKH4AYWDH8BumaoEGg0QpynjArzH0kLwwia66JgdAd/HI7sDJbvk+f4K0TOe68V8lMMHGzAeueQSG02XB7jMUpddLKMF/2Fgi81ftMiHJ7zTL+3yluoKmTa1/sv4SNqBnhNdLfKEsa0cTNXvCFMMIKacEDv0Tc+igcwnCeQF1Wbw1LWezidsgr4Mbj09MTIBbMu4qGMAm1h/xdi+LlWikHXRxzoI2DU0r8bPaTsqSv9+R4SOWpfd64aRAYzKn5L10NOtQ+rNQPRX1ViFbTsiI7h4ascS/SYey7T+dbqHiZYB35INOMA6FdynmSQ04BqvTXxn0IpDOtHCGvm9vpvSBav0BXVgbQJPzgskV8lz3kpuKFuAwntULJD09TbxKKDcQR9szyd4zrJyBuVtZiYETZI4BL6EILIvvng+/Oajj4bLC/QIn9QNP2JPrPrAJ/bL3fOZVLIAwc9/lqVJ069P19kkE/nB/qHvEzk4uidnSBPqHnh2UOIc4YjwnzI//OEP/R6Qkv9NQM09XmhkGwAcOwKff/758Ld/+7fDl19+mYXLzhQ7EFkkWSSy6GXnpEJ2DsRXCwx0iVXvjF2SF76/5tK88mI5FqK2MdH0iU6Adz9YqOhT8fXOiwJ9ESevLYCakDnS9GPd4YMu7sNmT/LgyfvV74Jc52dhxmEFk8Wx6rmtyKdEMTThm3qAF+7mSHJDc94tMsmFX+qhv1Go6TXETi7pKhCU7owtxgZ8ahEm9LTKGiwjSdssYzKh2s1YwzHk3iWeimFMHx7yWLYUobKiuhQbFMcLr+uv9jfb8GltA1CH4LQ+yISGuLCByfkAKm3+bS3DRhxHPp6sS+SYp9L0AfjUm3gBpLETdKN+RC29Slt0padxfCS7p01fBG9HRHbDoQAP0GZ25nBO/E4kPioHz9dpqeBLfMqP8hT4f6PcrNqUuUnQj8NS2XVDD0vlfLbDdWg2g8RsZTHp0wO4SnZlICvYzG8JjQWDokIP6JVEooIRfwOw2v60zJWw3jYP4q4eA3eEUe9lvkv6BtXwXbH7QnkCbJOfHziZBElNFat8VdZEO28DB5HrTGzFbc6vQuUpNg2orl7xoQy+BVWXKgWF62XNYdK3h17vsklwcQiZvHw2aZRwlFNBc8O9u0d+quTBvbwMjHIWXSY9iDzhoL/STDbVnixMSCSuNIvIuSfXui8FXjx1c/L6dRY88eOMmYmJhRoaLhv9yn+893mb+FbvsP96oOw0LRrBMaHzCPC3v/1t7yIBNflSHt0yIeeRRhYPFgEtGOI1xVkY+EdfzhgP5JCxIPoeEBYUGThb+xaRs2508TBAt+oz8omzIOTeiH3fc5OnNWx/BdriBV5Mq30J6BNWRUe+X1AiB52ikE8wUuIyjwnnOObIu8R9yBNVtg+lYhx7hE/aFT1YyKiGw+JLL41P6VF9TyBN6J1EgN0Z+I16iq95j3Xa/71IJwJAzA4cvLiRm7fxclzgjFA3l3RynETH2BNZWEAS/AFsEbcNmuA8lziWrkEtwHR8xrmCMOOPNDhCxkbaJQE+cTBlGw+xAkWVikMIUAdeHGc+xuTccJzRfmxCQB5QbSydSu8eH/snuA9DEnoBjl9pQZ/RB+TTvhwHALjk4cFciBzR5amZq4DSDRRXV/yG4O2UsB2vyWJOSqdVcuoYD4oWxvK3gCUW1fnAmF4h7Gm2QdH6t9LJOL0JlkT0cjOQYw6wFG3iu6TvjHaluPgGSKzWn+pNvaO0mC7JmngVDdNMQ66QpyQHaEGlLauh+7THBaB8pSl3Pb4rOlkHFzSEYKKhXkt20POY85vk9fySiRxPetKL/0G5d++uFt4nw4OHPHo7DK+Pj7WowbM4pQ00o+JclmGC4wydm2aZvLksFNyb87wYjctE4HlRmx0T/nDPPLIIlUPC47+ctXKDK5MZl0poE3Tztn39gDxubn3vvff8yv0H9x94Uqddnmgd2kLCZK1FyGkvwpVO4GZXFi12i/b3DxT4/x7uQcg9FUrY0NjZtm5t7fsOfG1p0y9ZvFthk3PaLosw4bO4ls28UJJW8EIFUQd9rvoFRnk1fXjM+yBx7JFFz5dHGqdJbmuXdKEEZ8bjAFrxw2m1ntIJWuzqBU0xPAilK+miIViFJgdg0eMJIcaSLw9Kp6pTfAjUxSF8/PixH0fH2YDGugroUxZY6rOrR/urXQYlkTrhoif9Ujw2Q/R13Va99CNw6SOO/bSzgz0gDT7HHMcZ9AUl13z08eUq1aINq/brdexlF5TtbWMBRehbNPweHB7a6cgYbHLRV4F0z9dPkonGctFLwZcONQZ2/9mf/ZO/CctNAai4gwVUoK/7tgFYwq+G20Oz6QRGbOdJJxeZ0w3amAqMvK4Off1VWGTR0/cNaMmQJMPbAac6vXaNWDCycHHRMHhacgYL9XoQbrGaD4KUpN6cqgZ3D2t0LdnjfXC1ugssRDVvRx0UdVACvWynWn6cYCZS8ysY04p6vOkJHT56Bj+bzBrNrL7Aeq7iKt/qrEKPm5U7mXzw/GqCaDnvmTroK0eB11Mz5XJH/OPHj4ZHmqi5rFJnU5xlMQHm42mu2VN5TZIsRJ4khbNjQhn3qVhWFhsmfhyR07PslPDvtL6f5CJP9fAnYywi3Dj6m9/8Zvjk00/tyHgnQRNjP4l+U0CfcDnp0aPHw3e+/W0vYFiA4cIUm/+xQTcck2kB9WSsEMdEltUkHWcl19N3ffmKy1Na7Nyu9JGmbP0qJgnGScqzGGRBmsYSabLE7lvRwN87YZaXM2z/iJd6ilwAGQpm127Upm0GReDd501m5EobyUCvLESNUAhkUQaVadTnLOo4KtT1Lhg7Y/CHBnqNO/q3+rig5BFsT/i2NFDOleuIIQ4O/9CLI0JZHL44bhAQI4Myv3If3tILHb34KnZTGOd2BNolCHCitdIK1kV6E3tHhK9lpIywCq5v0pTVpbXARF/t8zhptoBdaJEb/iWD3z5PfY6/5LMjChXZGgvVd8TTeGXnivHS2kEwfgpcmqndqtplcbsERNZdn2oVQFpWhpnzOB92XhvRzr/5n//vPf0amEHqXg9ucM9GKf828FXwKMDII+x0B+kWaMftGsz4LQCqQxK668vbBKM8xaPkdiCR7y21qBsEQpu+bk4xcpoUpnrge46BRb4CptSC8HfKeaCvt4lHwazcB9gKCMXkuwpQ5uBj4ggOqIPObU9KLdOn2cDWq4IOxnqCJZ2vU6+A+os8NvD1ZLkCPe2UhnpZ3jK0cajiorE8pXNfxOXw+vWJ75l48eq1J2gmbxYp/4GcDLvnSTI8aCv3pAx3ssCAZFLkuPWEeMAiMS0+xDwCu39w5EsO2TlQGYu16rFbw82k7733/vDs2bsqO7COvyug/S9evPDlJN6bwg4ObbPTxna1yn1vCJOu8t4BeJOXzbFQ1E4CdNSDln+Z5fIB4c3pscryPgv/Db2OZ9Jx9pTWPEX/MAn5BXNCsVixgFJefQhvB5UR44Twi3ycg1rcrUujndXTvD7qqrz7lcVIfUZ9Fv2incY3PNTf8FbK+kLjNDdgKqsy+r2/bIOc4mUaxeCZQ+Cd8QbN4LHBUzPwpgw9sBMOAbsYY12VuRznRzZA9x7IQ2eJTa7cD+P8UQxE+wmst8oY/0qMtKaninilLRTHxnOgr1i4c6xQTPuMAJSnT3FQjYKvwLYsoL7ngxxbpQN8GVeMjfBO//b866bTEgegIfNn2c5tEV/qmQ86s1Okcu4dcrkrTtahz0vX7O6oWDyR73FsvaIrctqOyBbotdwKNyL+ewWjQYFxId4O1Fpq9YzfAmRSCWwhvTVYN3f4HDbqJrTpZ8VXL7g9bCqfNFi2a1/vJjJ6bov1hBplc2AlWqQNpuGJxqQSLd3DNp2vU6/AtDRmRbdNtIv4xXqmbukJluobGPcrRX58VJOJJzApuL+/6z/ge+/9d4W7M7x69bKNZU0orsvkggxNcC3op+1wQJvJuSZvJicCCxAL+OlJe3urJizjFfIytcvh5PhkePnqld9N8otf/NLlWYyykHzTgExufmR3pJ64qcsBNXEnJD1O/MpjJ/CkazEgzeKOE+Ynbg50xo49+ZWstFE200IAP+hzdswxqjKdNWZBzzE71XFOXALY/5xdKtk02+htsSgCQeUJOKHVb8KobfkjM9pYZ/WUjJIk0/q57+FBKTXTDhxI7OatfeykcUT/Y7tyeAjUI2+cY+EVo3O9BZU/aKRe6ef26lu2r35QAZpZx75vsD0xumXXJ4G13fbTh8fTXTHNGCG2y3h3+6G3HOXFK5eq1I5WkeOEBZysZaCXi9pYUF3r1fgmpA118lH6pSLpqAaAt3x9vXslXMZHyoHigxPlHTnxBiwL2saNfO4L2cuujPLwryen0k9xZFHCsjpBxaf6MUqkPtnIT7vkiPzJlZdm+CztiKRk4UNjRN+HTbCJpscvhR6Wyq8TlmATXs26EiheJtlecaTYQLqFwwwYCGtQDBTT+avg4r7hY7KIibvyEYRfctYWSEEFXal2sMwg46Yoe1jF91VnGszw+fQEvkxFLLo18SNAE7qxqmlTYVZvIjUw/oFC1YSwDgtIkxa+L0/avz26k1227G06pk3TVex59OkGtaDlo8mQwGQpRkwoQnhyyiPBF8P9B/eH9957Nty/f08L016cB028yHdQfSZ3tso506euJ33plYmSBIvMeQssall0OHs94Y/3zk6GCzsmohcv7yywHSx9cEj8XpQXL7yDwMLkya2zxTcJ3EvywQcf+EVpvMcFPW0FTbZeYBR8w5/0S16lhDEv3aU/CxFpLh0ccnPrwaF3h0Toa+30DH01BtV1vymto0tJFl5QtUjmDHnM8yPIglw4owSu6H4joJvpCTZrbOvdm3PuB2JHhB2OtvAyTgTpA5gmrjYi030EVj8saLWjUjFQcitgRxxOP+rtsVaPiZ+YlgDf/N1+u8dEscv0YbwhE/2gU4HbZA2xX1O1nACZxfUAxh1J62TCCYp/jh1Yom8W3zHYlsEhNrrmOCCNMw3UmEB/0lMfRw+UdL9wnCjHGClAJkqCj0M18YseyEqflxMgbNpGfX1oB/2hyOXRIWMujiBOBLzmddyv0CrAz+oSRBYaxULWjrR1UKCP0G/3L//8T8Y3qy4FOETkHBBu7qvBZ89zpPksQk8XCG2PXwo9LJVfJ2yBbpGdBsEyXJPjGvR1MnyuAOmwTUbpMeOrzFK9vk1jekZY+jCocoDNIYNrFTZpCXaSmThZl5AwQFODfIIaQxPdCB1qUfYKKjpUCPS2GKHbGTDfSi/RFlxV1NVbFDeTkRhYFtfRtsRGvbqziJBcTd/bcKIhpoRx0CYu2QdHgEt4mura/SSPh/ffe294+vSxFqi8s+G03YxqEBsehQRGHJMakyY8+Yon1/h56uYSx4RyFjw5MSx6PvuVYwIdEzuXICjDEeGyyC9+8QvfV8IjwL+rXRImZf8L8JOnw/e+913fY3Nykl0SFpgLtdNPdniiV5BNvCtiVWXnNqGTzkLC4r0/HBzlxlZ2S/a4DKZyrAgfWUnGSz9V4H0m4ZG4FrWxnAVAdV1P33QJ/TzxKLoRoJGi2JU+9BlxczzREyBNW4KLo1N8yNd8AivvprSxkDPsOAn0nR+vxRbi48tzjT/ODmOEt6BSd3ev3Vvi/o69bEPk19wlFXBgy+kBagxlHKeN0b3aEr2Ack4KYqXQGrrjLA5H0mU76NCVmDFgDq0uMW0mTnvLUXdxF6NvCkCFHzLydBDOILtplMEHnsR9mtiymvzRCYEnxyGxwpHGGvTwxWZ9P0Vu60+P3bQjOz2NhzEBOx/ixWO6qdv6SPjwV5//MzkijX4j9EwLaAjfdVhEbgUahWL6aZjfMXwDjkgPSyJ6u6PDbWTYpC3dQ9+m5fb17W8H8wosVdtkK7CrZckGF28+kAFfIZC68/qGDrUoW6iyHL/Fp6fdVK9Vg3pKL9GWqiabaGew2qQWX8mvp1UYRwAiql7RCMbyFSh8qlR6A21bvAjpd9IVN2hJX/tXt2UBkSL68jQMzsnjJ4+Gd9995rN506lS3bfgiWoMldeExE4IE14769JPdj+0cBB8r4UWn+yOnDo+0+TrSzeirZvmuH+FXRLu2yBPW38nTonF5Ykb/t+GXRJvdUsX9LJOmpBrscjZIRN0Fg2XsXvixVyLgurgdFD/7sGR6UlbSlsovQCzMNB35FVfHeAy1kqxaHyzIPrR4vrYPonLVnFiqJeB1pcBpKNz8OPWPOQNx4fvfKwG7Ggq1LgA7FTgeEi/WqApR/nwSz3bsjk6XmCbnQA4RYXoQLrO6OGFjewUYSsV9m3QT0tP9XFEpKl1LKckdkYt8BUjaQKyPZ/IVX2XRkaqpF4W5ujoNIEx7mNCNmqOAxV974Xy4W2k7UC9vj2UEYMr+xS/qldl0GF7dhaLljZxGa+p2HiaaRtT6T9Da3DRwL7SOCK9E0Ioe+382//lv2/sZYQWXwvcgGuCvcWbVLg+qGtaaoLVwVDQ+RbXgM4a21TfwDfdeF1YYtLjpETTI9EVSk2kAvFYIK1DoQeNC36dDkT+dR0RD7t1tgIGXSvvgAVrwqRu8h22CellBdcQHX4JXFw8+FQ1JSY+k51LHoRjugNNiS2ldDtQDdCukDMOLYeCrmyJb98fs3ImuxUwzyUevT4jID34pTrAcr1Jjq0z/XRAvnimLBNSFlkmRV9bdtGd4Qs5CB9/9PFwcnKmZrEI6CxJhaZTOyFjIfNrzNuElbI2gd7Jux6YKMOfO/e5n4KFi/sNcoMrjyBfcnOsaLgH4Uj4h48eDt/9zreHd54+XWtv9VPFXydw9s3ODo8n//jHP/ZODnK5xICz5cWnLZjkfdYuZ8yLqHcfskjducylKS5fsVC99qvkX5s34Dqmp27eocGcxs2yqqheYycrUPMl8nDs/KSIPuXgEeAFT6dVjg6mU79hs3EhEpQN+XW62bYAXMqyuHunorWNvmE3iRe9Od/6XwxCL5kMlMjNgpabo5OuvoUvX/LQjjcP89GCWGNIlaR7Lhmio/mgm+r5RWaipZ3YOraAZ5wjAnlFhlwOCR1lKlGQncXLdhOP1IV60tWKKh8bwSMBXQoij8slOLHpH3QMz9Z2gtL0Ww939qJrATTUo7+BOsYA02m99nHbbMUHjpYBf8YQIHUps2LWPTROKQYd3eCNHdUmPsJPbYtesx0RyQ/+OuFGcKtK14I0/3pwIw3wWq6rdtGtBKLrw/Vb0g+qRWAQtKRhgXyFwmDMjDdpBs4CA0GhGYNFk3g1FH4OPWZRxhpqicdCvQ7CNjRzGROuHUMN1fD8gG/DoH6v9GZb0ahT5ZHbUMCyLSbcrHwD7azdlWz6RueeXzvohZrVa7Ckj2EDeoKegLS4WxbXmbPoceOpt2x33vjlYM/efeZ/CGaC4jILd92zmHohE10mY/Fq6Vp4E8hDy6LVdkgUeKMj96ZwP4Yv4fAoMPSqyxY+f8j3mseAf/1r31NCGfJrB6Jgox2+QkAGEz+Xjri5lctZ6EBbe6drDKLHptTzfQNK50xezEyzO/D2Wu4hweHK/SdZaArcM24bva/FwAu3qldzkSFetbgzftIPra5JKFNK3+msPHgnW3kf9OM2ON3R0M7eifdCL3nlHGShywJOe2b2UEBP24odEdrLp/EuWdmZ4diOY4cj4V33RostfROm+OUlbFlc7Qijn9K00s6L6rrFnV2SJniJFk/0AHBssuAKaRpUic0ahRDRs/FqUO02XasHn7SldjFwaOLoGE+MTSBweuLNGCh9iVM3OBy/Ave96zjXAuyCJ3aLTJP20W6Oa48zxUXn8dN0QC8VNZ3UdyO/kgUkv+6IfC0wNe6rhnlXXg030uBm2yeLcLMWX1/evCMXgM5uScMC+QqFwZgF3svyGIweg65SNJt0W8L3mHn5JluAJzB4jdgoryDFodkkIwergr6b+YWmL65k/g23ZQSyTD7mG+j5LsmY9UcZVqGfsHsoGea1zm4sd9qsarJYJ6asQl9e+i/V2QgirQnHj+0qZjJ/ffzKDgKT0tHhoXcouJfkkD/lw2HAwfBELPDcxiQunTLPObzxvwtzFodTwqSMk6Kgs3i/pdVb2HJGTs/aeyQ4q65dhdDyZtdPP/nEDsmnn35i2b7BlbNjwY3a+hUAl224ZMPL0nDUaDOTezkl9R81XhylWi0aWn+TZnwozweaAzkkBJyT3NwaJ4eYvilnIw4Obkn6OYunwLzUh5antGWENiEyE2exiW5JE8JG+SYTAF88gEoXfUEWY3RqNjCP0FoOfFTuMuTBg2AHrAkTYEMvtjRd+Jgg8sTNDk/xKHvjmNiegqrDMVSOBQ4T/PyYNIXQ8ZHYtKONWQXromB52Ip8BzgmuRTJWE4oPgS4p0r4RB8USj9B0+tPwHZxEhLAQc+6jj0LD7is6VSOjmlVXPpCU3WoFTlxhoofVce2KSbZ6w5ddrVizyUAv/O//ov/YSx+0/jdFKJQZ6xVGLdargeLPDqYlauBq7Cp/o18ixu8R2QT7GhQXB/W5bn2QlvGjr8OiHSJnMNxFaoPgd6G2+S5tNEkWufBmYtBqMLSdaFchp5Xr9sqgObgmescHNIKzcEgbDIdLPHtaWfl3bhA3ljWxqG0rGojMJnmUA4weazCuAG3QtuP75KFjEr3tL2ensBHSDrFjUdH20OvW9kT2lH2hnoTQBsefX/04/vizZknfRaDnTs5Cz4/Px8++ug3w8uXclhOmfAasQCdCDu7bZ6RTZDhBUj4vDpd/HRGzQ4B/3Ozt8tCzH0DeczT/3PDAu1Fmhshc2mHMhEO3/ve9/y0C46BZW1t59cHXLbhpltuvj15zVNDuUzh3Z92v8A5b6rlkgaLD4sCC5CcNC8eCkXHYvf65cvh+Pj1cHJyrPy5x8aOxrHvtRFP2kpfEZgX+K8YbOD+kxmI2DUYt/yhVcRj3bU4Iwc+1ENuD+RrLJRtWUTB0e+0D57l/MCd36IltqPAPS0oJKAuZQ5Oazwwx6CL5WkMgdeHfNGaQMBYqMURHXK8M75Z2NFf9JS3hR2xdWmqxng5AvBFHjjSOMAZ33W/VZwZducA7xCaT7RBreimtirOZZGCPCpNMf1deTsSrS0zewtFn6S90We409lK+iKbdqB/OXaTTNHwES18y3Y+2WryoIkdWp+RUtY2hM606esKHjHVZieTtpOHLXlqxhiB/YVbQjV0GcC/BfMVKFmWdwO2N9Lgq9gRuRGL6xNvtvMCYKIFcgbbKmxiu02eS7fRLJbT5oTNslvCMNHP622SnQOwYK7DJnwB46slO5jhpAJ1CZmaBV25bcx3kf9UnnQLq7Rdvi9DHp+eRw8TLRQdQU/b0ovlrTkAvJbasISbGKwCzkkcFD/NITImfG+La7JjfuTfb588fjzcu39/uHt0qEmQSy0nmrR4jwmTOROgVGPtU8LBC29beGphFo507YKwALA4sMD6XowmE7zLRM8Nrh999JFfL8/TPjgunqgX2/j1Aq+z539/+H8bXuDG4pSFo87iszj7Ug15TeTY0w6G8OjsBRL9FcNv/5B7aOSc+bJO2kS/+w8KwfkGWXhFFnzZ0UpZFkji0SbYvhsk/aIMEBPqrJryoqm+wwGgv8B5QWt1aB96F/1YTiMbZCEOgIefZXFMNLLCE4o3ix40ox6iywKfSw7w4KV9yWvc8VE9j6nWlvFm4hIkIK2iVl66T0+zVFuLD86CnTiAik2Og3gXFC8RWSaAjGlngsuVzUEiz0dJ6kXHOATwdP1Whw983QZCq7/UXtdrfBJK1/AHiCnD8S86AB5AdI0YeFVboXMb/3N3RGjXdeFGGvwX6Ij0kDqh2SYvpKHxAdFgU73Cu/caeQ1SB/JBz9JN0gygLzG9vOhBvsdNoafdpGfR9qBjZoKODwd2S4zgMr4b+APVD/w6tUbaEIqW+qznPeog6PEc6IDLISmylp7p15UXnrjS2/tXvdq2VqNvhWa4kSfYTGQ4Grm0wk2Vl96luHvv3vDsvWcOlOEgIJrFAhr3DR8mS03K+W+RnLX7Ek+L32gBMH/O/nFGhOPSzSnvNTnFybkcTrVQwI8z8/4tqTgn7JBw78JyW79e4JLR48dPhm99+C3/MzHvy6D9OCB+14gdk+kxYMw87hZxqcILAgv44F2gQ9kVntg35aJVzBk6bxGmjfwLLTYJz+qfLK7wiRPU5t1Wh1ALD1BjpOJyKADu56ndE8otS2XE0PHkC3qhH3iCF0zXnqDk6kf9PC3ypQv8yFsWn0YPL/DZMWSs8rQVOxXRR0UGdnChRXDwzdll/NEs8QJfAaA8TsEb9VX+XI8x5RtlW5tDF3oABw9e0+Ku4HaTxv6Rk/e0pC4BPWCTMPGDvuymZHjs0q+TPWkT7U86MgvsANqBiv0A7ICLEps0Z5g0fdXk8b4b73CKFbXAjU6mQi+j5INLEOrf/ov/YfQ/tl2aURUzuRIWX/Eeo61Cr1xvzG1wE9o59PW2NbaNyLcAncQZHDWdE/V6FKzL6+vdCOjcltwKovXBYGC4rcOmfpoNrgZBBd+Xj2nVLw4hnWgKJn1WeIx8k0t6mbZgTovkmXRD1etpC5gQZrhuXCzKg7ah+/JMfA3Wq81oN6V7qIP2OvLySO5mSBsD5bQAEztJaenZcOzqTQAO+nnZpnYswaUm80xuTHTcJ5EF4dPPPxueP38xvHr1ejg+PtVEyMQ3LS7QsvDu7fL37sjMJEh5TaJctqnJEQeDsr3DIy3QR37q5oAbPxWyWHMvwf7w8NGj4f333rdTwK6N37L5OwCOvefPn/vPAHGWuHTDZD++jZTLMezwaGFmIczCyWKc+2/qzBmcnTfRvnr1wk/bcLmMxY7LHC9fvrDtZaI4KV5gz/1PtTgy2Bw+QtvxQ7b1Y/ESkkerezCtgseAxk9eVZ+BVP1HXGmgL+9DAW0guC/Vz3U5omS5jYopB4gpJ6565Emjf/EGTz3yPb8eV7x7qDKA3Y+CkgOMPBjMSlNGAOp+qvDJLk2lLYofMg2mZOrQR9ZT6eJbYfq7juhJZddRO3qwPNHb17LQyKdP7OgWCAdft6fFBPrA6WYfnBnmFo471xnnlqaPdUE/HZs32RGRWmZ4NWwlGMFGuQXYYC3cDKCvsAVutp2xCDfT7u3ljYBtWnIrrNjxJjov2T+o4Lf1T0gXaDocVinL9JSV3qh7wyeqksnGs3oLtD7IJpIu3fFosaF4gG0Fy+VTuoclfYA+PYOGnsnraDUd+BNY5zGjFVmFEe9onWamz6Ju4NaPzdX8VVCOEZMxZ5O8oAxZDx7kxs53nr4zPLh/z5dauPfBrypHN318JuebWLNQZRFN3oumaFkocoYL/sIy/IZOncGyOEOPM+Ttc8W8Vv7TTz8fPvn4k+EzOUPYlcsd42R8g7a9DSAHR4DXyHPp5tmzZ9FVOmTBifMWxyvOlyd52bMWpSlogVDMS8MOjw5Vj0ejB+cB7BZHDjo5espjp3Le3GJVMK/W/rICOxq1wJduq7tKpMHXuz/IQwuQB8CZrsXUhoYA/yqnP2b5RlM8Kq500RYfIG1Sub49vupxtl96Fh4oOSWTMOpLaHX8qX5odbFtFuo4YtELXi42TrnoMtahjyddkEcMT+NaOQG+gMslh7hoiatMP04DFt3GEc6H26O6QlJiaDW9K4Ju1W4g6Vbe2pvcJLORTpcFRbP7l3/xT//GipjI5AsfSgDonDBM+B7WMeBKRB/AFyyVbw7wC89qFDCVbwpVT5lt0DsiXXJUeQm3Aktoi44yK2HC96zH8htB45fU1dDx53dFumHVxoHYf4KJR0tuhJ5HwbxPEJhQ6J0VL7ko+nqFA3rqMe1EKPp6Y1rRhAWK2zTJ5NOXALJF1ex4FB3B5UqEPmC6JnusL1hMT6jAiF6utwjX4DHCiqKLnAvZF6oe/MqmNUH1MO/rCYrW+rS0J25NaJzR45BweYXqR0cHXoifvvOOH1tl0eNxYRwLLtPYiZBTAk8mSwel2aoHNzoninmEOA5LdgW4ZHNy8tq7CnWDaG4APR9evX49/PaT33pXAn2Y7PtJ/5sA7IdduI+l7iXBQakFg7IsVujGmbbsqMWl6hFqgcSYfnGYAveQUA87eSeEzoQndFoLeTusz251LMoc6S9/+WnHhX68AwOBoBwXaJELIBccodLWSemrgn7Mp/qNmD4pngTKrdcKjDwAFecSVsuvAPjSiVD6j3LLSVW+2llQPB0rEFfbil9JHfMqg085C6rYYmDOwxhFcRRJTzp61w8npO1AlB1cra1n4jbx6XQB0ub0CZSxZZ4oyrHEceIi28B597pQwtnR8jgLLwK8oCE2W1V2O6s94BTv/vWP/vRvQiRMM8QsQNmIHTcIvoUZrOYLwK+GHpbKl8PyQPPvlnAD2LQjssRmA+tCWzq2vCJwdIxsqn2UEbX0raDx2Ax9+YY2b4Q5ZzztTRzSxtvAVG/U1FHSOVgSehnoUbpUOsX8YHPSgT6N6QkT7Rzm9ZJZJZ3k9cQtFpS+wISuWgob6lVy9XHhEZZwduBo70LhKG69bIYSTdmlt3ernp8xI1jktyBfUPiyh6FLUj5NtjpbF93pGZceuL/jjZ+UuX//gR2Sp0+eaOE78NMhLJrFm8UDnsio3RKO7zHvRa3dV6LYzokWOBySc/+hWmLTSSaLNNf/6zLJJ5984jyXc/wUzjcItBGZOCM4ZrywDfPRBi8GWlhqUfBi1uZ4FgO/OM6LUXDskOBocH+Od0lkW0loN/dq0ZfdoQUHZARkh4H7brANRXZ+BMgcd1DEv/rYspo+xHUGT97b9+LhtEJBpWvxJ8CveBR/9+0KrPJCb+grAMRFt0pfTk/JrHYQ9zyAyhe/gh4PZFdEAV6NlhCadT5L+NqxmsqVlzNCvnQETNPqlP6E6gPGBJA3/qZd1CGmDsDuZLXfFnQs3uIBH1/2bHpQFH0Umn4EwOOPPP0MGK/x8FfsiDRYOem8EsSOnwW4AZOvAKrBX7nc3hFp7EfjEoxoZRvgiqIFiLzU6WS8LZjPVYCslhTcRGLsnoE7B/Jzx6BPb4Olen3t4Jb4RS4w1nNUtL2eU33Un5qwzneuT0sIenyBrd3Q83oLtOAW8BuhaImW6lXzFdblzfNL+gCb8AV9eaZ8C3NqginP2CDURASsj5c59Nxm+uzkPQ/c58GkmXshcn8E/HmrKi9LY5fg4cPH3j0ZuSni0oyWKgXJt15xKvxne80BqTeVsjtyORDjkJwO9R83x0qzQ8KkzNk4lyvKKeGRW26qRWcW4JqYvyngTPioPXHDza2cIXOGi+nRgxtWuRchC5AWb/9fjWzRFgfy1lY/lLNDwj/sEucPI3EgtFjpAx2LCrbCDvD0m2xxXlx//RJCAbhxEWxl2NN58awygHLbUNVHZ0ABfeFf5cXD5Uq7TgP4VZ4y6sO/5BNIF13RFj/aV85I3w6ABbV07fn1ofDAhGcxbmkWa+W9SDdcD5WvMtcTT/iW7CqDBzpWWWRPOpMCR1vLzgQRmS/l8Enbu7YKR+3wUx2NLfcvu2keY9Fjkk27hXc7E0b70k4+yIQf4X//l//jKK0TuxVMW/a6ScUZRPlNsNrpXx0wCbWklV+Q040FjDbCYpuVWWCxFbr2eXIsaMngKjOjmKC3kQdLgxEvXIdeAgaEoee1BagxY9vLbmAMA89lPe9OtwajDh2AYZAaVnTzgB55BxgvldfQdkw09t9EOqvXH6hF1BWv0C6l6ZvwANdR+OtUX6/FQs7wBUsy/FvphTqGvp4OdoPVIj2vYx4NNdO45z0mM0E5NZON/i21gvdvh6uJ6nqgek1gX4+XnI0F9BlJoXAmSCCutpZ5TwQxTkI5Cryfg37yhGj6BE+GTmdS9gTtSVqLmH7u7OZ18ezI7O5xCWTPjgY7EVwS8Q2cB8rvc2kjTw88fsSNrQ+GDz78IDe4it83DrLL69fHco6eD7/5zW+GL774cjg55WkhdnnyCDOLLM4cDhVOV/0Dsh0zX2JRutERjo9fic/nuW+H+3FUzujAMcxfNuwM/OFhzd3Vf1w2qxswbe+2GPH1casPix8LGEhwfFjAnFIZj9WWcwAfwHQtAFOfJk5wQRsv4VUL+VhPMwaLK+CbbpHntudyTA+wqzEDz1r8nae8xdX2gtKHucmx6nmxb3VZ1DOWJ1rLcjptDaQuSMpBF70KLJcw2sn9En0qgICb9dan3m7MphY7rtBDFL4kMwdMzhPtN4mPDWumH/jRpNSLTUe9m+OPwmBEYT6kZjsije+1gqESq4XXDfnZCG7o1wIrjEufLsSQCbOygg6HQccO6uvNydZCD/CoT0FyGURi6Hg1TKByIea460Av8YbQxle1dRUYbuZuukbcgWuVnZJx+lrQ6sG1gkH4Xp/NfCccB0odK3Momr7+QrpHCUZ9VvCAUU2/vth2aohN9uzHVPHowet0QSkhOqa+oISwYlV9nUcPNTIyAisUXr9t0XAoec6FDhjbUuV9EPS0EyzhgFapA7cZGSVGHcklApwPFlZ2BY7uHg1Pnz7xLgF/IOebUt3napnq0vcJWCgy6gkQ89ME7fsCwBGzqGpR5tINl21OeVGYF/CcrVN2/PrV8KWcn1/9+ld+iyuOCw5KnRV+IyA5yOW9LO+//8Hw7L337AywM4QTlccvuZQSvXCw8pgnaZw1Fh4WnCy6OGfsjtx/+Ej1931DL7sw/NdPWiTbKbG7q161U0ec4J0nFYNjITRPl2chwuroUk/hYHt0AJn7E+AvAogE6SWB802eQpzIvEyM+17299sumuigyQ28Slt26qevR47pc8n3vUHKu+3o7JC5Pm2ILtXGgsr3OKDHe5cAHYT35RTpjawak3YWXCc2A1djs8BltMm7EmmbFDRtAfbABvSxdzCUpzyOVsY0H49tybYE/6ADchs/hbIB6dgvNK7SjhVIJaTTo46vyDGtgu0NW33QZeaI3Biiw1vAWzP4amBBjb4ztwGUX19L0nmbIJ5pBsXtgLoteUOoaptkM9YMLp7aMdFraDJAG2GlRxyh493LcZsVT1wLwKiEuuZfuCyno9Iz6LmEFihx8/ZVedWZ045owaq+jpNxeg6quMpWIa3soJFVeR/y9sMGXTLFtH9CFo7PqoiCsdzp5JPOpyZL0FUGVPkMtsiYf8zSYWbDFm8C12wVqcdiwqUD7hfh0grt5z9enr7zdHhw/4EncMYZuwF1Ix6LYI0/7h9JunFXImeOvBfiXBh2Dnhc9nQ4PjnzpRvuleDx1Dgv7ALwfzvHflka4dXLFyrLrgxOwjcJyKvXyfv9KJzJqm0s+FxyYfHe25kWKwxOPDojXjiz+HCj7P17930vCfW54Te7SCywcWQqIKMW+izg05xVcgCSZfuUtfElqEXR/dug6ntRJy0a+LMoV9ry+JiWOjlDjzrh70VY/WUC4X3JTnkv3I0PBakfmoLS4TphRk9avBkHOIXIgu0qPYo2N21NbtqKjVsdxdCBhx/9DX/3W+OHk9w7IXa2hbfNqW06eBCqP4WDfwuA0/rEduxcpa/dR42m+tLHQgvYnUAawfVXDrNLMzcBKx95t4fFd45sBxT/6kC8ZlvzV0N1RA9UXzLFTfTsaStNzCOGq7CkwyYIq816pHhz+VVQWjAglw3QYpdNMsbBnIzTfftz4K/DdBD412nq+aBoZQAp60Tc0fYwo1/ofxc3Gh9yI3lfr6W99dk1diIZk9mCbPlOdg9gcyAnDxhX9kCEEOijkWFU3w7NBi3RQbYMnOzt1NfrbT+CisuGUoAKScJjxCdaBRYGQ1c+07ODZTyLR2Cp3No2nWnegvazetPxpMAEKPAOhc4UmajPz95414J3c/hMnDbK5ixIvs/CizOTPvd9SDvjsth5V4F4/1BpdhS0mPtdJPDnn4APh7tHedS3zkoPlEfuhx9+6D++4z9mlqDG9tcGWkBev341/OxnP5OT9LGdposzHLfXvgzDW225hHN6dmynCoftnHtnpBeXbbSaZAdIztmpHD3qcY/MBTf2Co/uxOb7JrsLQLoji1Q/SKZxWDFl5TQo5YWz8kXT93UWUPLeHRANiyT6gatQOtEHlNPP7BTRN4HU48OXOtCkvvodBZp4aHreQM1fwri8+pFAml0kHqnmgzPMAg6cy0bwhYZxGJDT2viOfFTX7x1xe3PpinFHe+60x6/nYC3ch/DwR+07bzKsB/xi7mBop8VGtt0VJe30tfYZjNMPeo20ZPNCsxoHZZtK2xFxHl6S//sdEcEN1CiD9gDma2mJmPadqITD1yLrFlDr95JNZrBSPGY3VdPBshYEi+QqAz8rU2bJSlEz+F7lyRGZkJtpW6KDjrRq+LeiHiyJnyZypifJtTog0kbMYPqOZm77vqDFhmTmupcShFnBCKvjrqBNZS03B9fp2BUPT4AtbIPeJr2WFYCRopPVw9KYtGr874bmPhZav4lVkyWTYe2UcJYPHTsp7Ii4XJ8suO3Mzpc3NKmzMJKv2E/kZPJl8fONrMcs0NP/xbCg8dQPaRwfdkl4MRn6sBiwGKJ7LTpfL3Dp5mB499mz4f333xuO2N3gzJbFRgs597ugE7slicFnl0BLoPoCg7LYcgkg/+lzKCfrQPWg8J/DIcX8cNiyiPksvI2Fvo0kk037V3v7GkNHgFboVGPNGiToK7O7v87Ps0CGRkUUS88snlmwqZU+4R0o0d07BUpTzgceBMoqTSgo/pTDCweVnSjzEJ7+tl2xqWjCtXRCVgutvnetqF+Oh/C1o4KDoqZZZsZlF9yuLP5wh8Y7HtKDena+KSRuIbq30OEJBbwsEdsktHqtDEA/ANk49EWb3ZY4U4TfOyLADdToO6EgpvzqQd2qTw4ICbbsJfm/KyhNtuo0K9ZhppHaD1bguu1arTeCqo989cMBFihkyWhyipgwOiLTxJio0RaDFehVHtMmDeO+TR3pSia0ptfvrMigMvEZ2ZpOVI2wl8FZS33m9lzn2uPmtBOMeOINNGuAjmO1245X6qTecm34jslFcPe2sK4CE3t0wzFge5gzeuzK/Q6PHj/247D7B/lLehwHzsRzds3Eztllm9SFNw8vXpn0/TI0nBU5IzgsPP56eswjxSf+E7u8Up56uSzEa+W5kTY3lH7hyZsXpt3efjcHHtWl3e+9+2x48viJdWNBZoHL4pd7XPZq0ZRedlhYxBx0vDVdD8WLXSA/AizHBTtQttoUFqQe+vZiYyDZ4KTSIkz42DTZ/KJbIIszvEzDwqi2uIT+bP0H0BYWyVrw3VbhSv/aVSt9e71XAVmUweuQP9pDpuSNeJyJtjhzuQScHZay914uNbFzUjtwlOO8VOy6Gqd2otTs9N3k7BmknvvL9OietPvO8vt2KB7tFsBJmtMEYhdwittHDO34CGkaysumHjsE8Ao16+38b//6fxq7sV5J/jbwNv/geyVsuIzD1uw6wOv6jbmlyiOwjr0tjx6WbOFrrA3fl/dp9fWVsMTXmCV8Cpz+poEhvQZC1fjPwE+6t/w06fTlwCxjmGhVOjaTeuu0QQW/ZOO+vAfvtDT0Il//BO9Ds5HQT7XdCaS9rVDgVFdW0B8L5tdg2yve57pVA2MULxYqLhP1ei62aQEHzPTfQDNC1zejMMN6vV6fTdDL67p6EXAgmHSZ5HnyhomfV5t/+tmnw+tXr32PiJmIJwtExbuowUQre/F0DTKzC5BJOIsGE7FG927OYHkRGzfSckbLzsSuFp/9PcVavO/dezB85zvfGd5954kv3fBUygy2tPn2kEUWOFZ7f/mLXwyfy0l6+RJHip2d7CSd+r4bLuHkjwnz2HP+zTeLIU5Zdhe4Z+bVy1fD8fGJn6ixYyIjsjOiYo/3mpscu76zbueIUxYnoBZZoHAGbN76Ootd0jyxE0rY0VFZKOkjjw194YnT5AXXlEKnigE6uziSeznwb721AOPYQDs5F/AihgZc9XtB6uQeK3ZICsgzLqDPzszUF0DJgw4tKa9QZRdSGn3sYDSZNINAOY2LjUp36SxanLFA6gPUT5vn63rZWAzEBQcDOeHJ+H8z/g1G+HJcWHbjC8+x/xTBY/cvf/Sns6dm3haWHYOvAjYw/grkvS0L6n9tze6BznTnE2UgOV+hevqrgAhJ+IYhLVyBFVUYwHXAFNgeDZbKe+hpy2xgOuwIM308O82DD6bFipQ3KIUURlJVmtItBpriSywDcwtVupPWVWaygeWsdCPY8eggY6xlBJbc5Qtm9rwBLNWzvsQKs+K5p9XgZnInFmrJQlUWIhTAXuxg8BIvFgt2CR4/eSIH4b4nbh6BPT/HKWGXhNWUxZEsZ6OpzwLBWW4tnnXWyok3Dg88To6PfR/GudJ+I6wXIMk+lvPz6WfDRx/9Zvj888+88HODKYuUFb9Zs28A0zhhYX706NHw6OGj4X57BBn9WXg4Q/cuCffZ+PXwWk5YyO2IZeHxWbICfLhXBseLHSeUz+5DFm5/cBxoFj9QwEcyira0wunDtrnnpEZJA8tMfe9y4OgoNAn+FMDDC6joie1AygkAH3nSTenwB+dqXoR393J2j9OAnnG44hyl3Y1nC1ObJvlA5aHBZoQaN8QFxcN9L6DslPt1ztt4EhvIHZs+fUPaMmzb0gfd4iCbAPpRP//mGKhi9FFY1d0gvOXqx7sq8PelmtggMrGR0nI2ascJAMPHghR+74gIxvXilryo9rU1u8HUuZE0S7eQA3Ndl2reRDmF0C7gxZsBSsxgW6KZwiQjubeD0moGQi3dVNpD2QPokgLqzeumvOG6oqJMyAcYSZZUEy4H5DzMHJFOIbAuEdGY7iCU+m2Ml+zR16v0jE+HWLTnBphsSNz6/xrVmYz6yfNtoJdXfB3It0aNeipbJQlXQ1FQfckuTKbQZMLmdeYsenEaAB5fffrkqS9jQMdCUK+WZ/FDTy7fMOlSz08nuHw6e+XJBcqp48s3ClwaYsfAb3GlHF76cFmHP/nj7a3cVMp/6xzxOnctSv0idzVk0Z8HYKlulSklXbNA76qNb3IjqtrCgk1g92Z/71ALJC8y4/9quKck95VEtwRZ0zGXAnjXyr379/zUDfDmAh0YZyxarZ7zTTfFlbft2HGRLl743InQSWeSXb04NqHxx/kswsignhd/0gIcFuY7j+HJBEmLpc/s4QWNPowPSK2PEvuyge//UMBBsQyqWmbvnJUewdUOCHnLFhAXDXGPZ2xwOW8Em2Ci5RKbH602j5TZDpQ3nVMtdgJGGleIQ0YeKlNSNvtAm2Dd270fdnDgha2tT+FoG3KmesU37wYS7n//N/+8qabsmLo9bLs0U0a9MXSXZnoey5Pk5EFvUUcMCKFORzh5I4jdquKk29cFs/a3NL/9EzZL2mxrmmkX+mdbn1GcxeBW5luDRX9DjOmeVXCfNejTBUEF36dpk88EFKaRRbZyLCpJUcMHmOk7r36knSAyAkl3jSkeDTrSOV4HcUFPbRJ46FP2rrMZ4FITwDqofUuXZjrSfpLtL+OUTsvH2FR+HWCiXIIlHpG3jl+yN3QjJfq35BKY70QM+RrQ52WLvuHVizVuvIjwjgp9Xh8fDy+ffzm8esm/Ah+LJvV8Y+duFolaKAjsEBRuHvL3/H6UdjcvSzu6d8+XbnJDIgtW3gvx4NEjP4rr/9t5+tT6bIZpzE6Ajl371K70RaNVg9mt+VQO0JdffDm8dLtUivOEQyVn4M05CyOOWP0nT3sp2nlemObHmeVgEXhTrR2x5oBVODu7GF6/euXLX7xYDRp0qQA9cvk51yLMTgiOHpqCdiusd8A2ttMRe+NMuc9kX44Z+ovjq7+HAU7wLEek+lpLqOWb50jLDab0fxZXHBJkHahP1IPW37s1JVMxuJ4Hcd/vBZW3DisBoHZMoXb4WJ/45b0p0+U7qlhck0mr+vtu0Ln4AqUfFupHi+1I3GSN4GzbpRkPrITLHdah0NuZNyjf5NUv+sDXsv9hOiKUX1/OFpW3wk7rYACjft0wa3/fuQuP+t4EwmPiXbCtzzbVuy3c1hHZBEWTKGnaVI5IyUt2YbETrXmYQTtMleSsbBVMUiOqc1oAH3SdsxDSKV/QT06r7SPPh4kFsA6NpD8WpnpQL+k5EWML8zVuQTZRR1/Q89gGPe22emnHkryFdkB3NbsORDiyoL0t2QHDGP0cluym/sNxY2eAwKLGDsUBC8HuvncNPv/8Sz8RQw+ZXkzrrBehe2pHLTp5YiJniZcKPALMNfW6WVGjNI8A3z3yDazct2I+4us3uoofb279wQ9+MHz72992nXXgnoxVoG3r7WN840z96he/9A20vLKdy1NvJLPmATsULPCabuxQaBHn3o/glcc54X4ROQ7nwvveEucJckran+KZhw4R+EKL7Xhja16nf+rjc9xRQraCd5mwu/TwWbc1CtjeBPpO9uHYQAYAzjccU5d0wxtavnfqAXLB028TjrUVHH3HDoj7Q8L7+sWftpFGZgFpxoP1bAEwHwH0tJGY+uCrrGh3xnEDL3YkjHXZHCS/pQqqH4tXAXnGYNy8tBE7gu/nZOTCo3QTpvVjyi/HeS/6lV6js1y84EtdVZw5IqBHKK6CCY/wpNKGjr7B5eIq0kHHF39oHWqKDcx0aukyJLAorddhkWCSsqQBMJd7NUBZ1J1qgg3C3xJ6GTNrMRqIxh+BOzvQ220JUm+dZlu9SRipjnZrveuD27DQJT1q1mcLtMCILrt09ql8opHSYCqj0iYfnCMNx8UyfmQuKB6TxNA79i/5+glMvELT5wEvzoXaUI8JYRXW+fjX6UDXDuIVeqDKV3ndCBbrIq8lO+gdkdGGHV1vV3rDOX7aMLSDM5LQvqRqBwMILmXT7pAYNB7Utx7qbxZCvyCKvteiwURL4BKF7/PQGT7v6fjiyy99iYUxwo4GN8ACXkj0yZMMipXPi6FY5OplVMorJpDH6cEBOZBTgtNRr7JnMXr44P7wzjv8+d17w7P3nsVRkZw3ckR2WAwVPDe2Ng7DPko4fSbn4bPPPh8+/+LT4cXzF16wkVcL8UUb37ShQt0LQ2AnRKnsQJzHecDhwMFgN4TLCTgYOCL1r8ZZcCnPDgJ56Lk89fLVi+GYXRLVczl8MTM7MUpgN3YBaLvtL6j7QbJQQpcFnYq1WyA2osgltXIS6Vu3E1tQGBRLpMuRYREqw9nY482xqluXYFxPBNkdgYEcqNam5IVxVGl0VJBdYQtd2p+dBOvkkvDj8pGdLlVP3ZZXQB/IKQNqTYWOVNkGfeEHRWTJVsaBEg/XVDvAiS+0LoWPq015oHaacJRNa3kqa+XkC1/AGDVEpZHGLZ05Il0lvH6DUGxRAbQJ0UAEL0F5Q9uhnwAK4K4mOp2GObkR0mk3hK4dm6C3RcF4DF8TbqXbLQFJozxHJRuNN2udKkW7DMvtABf8nEePL9zXB73POfbZprHZEff9uyldsIojxyQwwdTmm/H1r9N3pFuyc91n9VoaihHd0feXZsZ6PsaSDmqiKVjSDbKRs52dpI1bIV+s3+CqslhtvXxTncIv6bAE0BOmcahKfbcVdLutvWwvMFfATE8lkZPFOU4JeuZ6O38Odz588umnw3M5JZMSWUyB3JNCyOKGE5T7F9qiAy+cEdH7ZVZyUI6O7nqX5PAwOyW8Wt2vNJc87mX51offGr73ve8Oj+7uDZfHr4c93gbLu044Dri34+jhcKbx8auPPxl+8xteaMbcXbZK+2ZtXAEWs4q94AtsAx5PFs7vYWGHhB0QHAjR4JCd42y0+OKCV/Fnd6lC7Hg+HJ+c+JLNi+fP7dRdnk+LNTbi0ph3p3BAsJXrxaHgchE7ML6fRI4ezl/akjNwZIOnPnkC5di48v2lbo8FlZcjAl3uf2gEshs09KEvHQmffiRQji1NqDhjEl37AG05M6lLhame0ypnXFgf5QtCI77wINMqMRYnHQIeo8jsdi4qtsymAzoW2D5NProGcCJkA9NHLvV2NKZKpneTRpjSaRsJvvpsckRGUGnPaju8vSOCcsBkhs3QG+vaoCrqipZZhiVb/H12RHqw1FH21HtL+gR1tZ7L7QAX/JxHjy/c1weLjsgGcHEjmdMWEw6gllxJTzAdkMs8JkhxaHraxbGl+mLZyrrylkzUfkUz8uhIhWyJ0BSMZ/ZCoTvQ900mtXUoHnYWOn49zHRZgavKADS4jSNyXaCt9FPf1noNfs9L035LrchYkBdU8J7wGyChsl7cHPPysjPvYuBAcLmFhfmLz597gWWXgAUR/dIHLKJxJOgzL0YsDo5ZnBRYAJncOSs3jntG+Nfhh3ZKskuSR4Ch536U9x8/GD549nR4dO9oONTivXewP7w8vRg+ffF6+FjO0SmLNXL14VswLYa0rSvoAN0rAF6k1H5iFvKUNQdDwYuucLQbp+TiDfeQ5AZMysBnd0W00ot63Az86tXL4eTViS8b8cp+1CmnT4pav9IBvX3fCrY1JscseNYcaK2PixqFYvC9IzK/tGrrmMc+7/YQ3dwmkyOCXsTQuARWjTTi2EHCPtlVKHzuAZqcjPCfbAuA62mCDN70GjeVHtuxCOojr9Vt7Le1GGqS5tXB5ZvwLL4G8qODN+kg7Vo69iiAhwEa6kDjrOJ/92/+n10rW9yDSpuq14QbOCIbODebWPZtwB3QKqep67C5gxosVLupI9J7jtj9dwMIjvC+zWNaUWFnOnb4ZVsJV16A7V0w9f+s3iKP24E5NXazEdQ1oFKhDXHvnPdNZbGaIGn/LnRaUI2mlRNNpBz8SVU50KcLggp+3BFpv0Q+QJObQLj+jIcGOqmf8bgRTPLgsd7wnvM2PW24Jbyg6BfrdbAkAzNtc0T6YTMXsV5vDll8DCOpEqMppmPystsR6SfO3kbTCE89yubjRjDTFbq2GDQcAM4LiQdjHhHm0g3v2eAdHPX4IwumFzsp7LNLySrHB567+5wZ88RFBS7f8OTGwbAvR4Q3xfICLXZI3gxyPlT/3lH+1p/+xCHSyjDsaPG7lD6cxY6LQ9MROVnwpvYQlqA/1nE4ksXxoP04IW0rX3nvkrSFmMs3OAXkfR9J7ZQ0fC7hcExp4Tzn9fPH/idlniTiEg6OGDsiltvpW5d+0MNyx0W/tY1e0bfu8cDZwXEsgJa38BYgh7GBjXjluusLJrtk7JT8QPVXZNOPdZOrhbus0uExxQXJgCvbw4djvXCRmTL0TJo2GzX2K5AdpQD3mUDDWMsVENrlyFBtq7qAMKLHTsH70qHkl27A6IjoU/aAL9WKX1HX5aWdf/dvO0dkCVTam3Y7TJ25HdY5W+GpTbeCnJGkWb2BRlBRld8E/nPZEZkDGq9rPTlJPWhANNJe9+V2gAs+xUXT4ws3T78t9PI05B1fB9y2cQtlqrc4RgRL6KWJxmzHSes6fBteUR2STI1VFVv1i0IP5I1Zwft6c48a09A3nYUreaneVwjM29dAxKObtCJ3Fba2WVBpLDbyJV6ueiVcp14ve7JRWQKY2rzY/hUwP33n286BGgXuvw2QJzEyAfO4JVvt7AjgkHz26edegJm04eWXo7lOdhl4PTi7HvI57HzYAZFDws6Hd3sU6pFUHBLePXJ09EgLrhZBnckjl/b6DZ2iwxHx5R4WFEnCPtig7EBb+1C4Pgb643uySrvswCUOyjUvVzvIk6aeaQhqNw4BTsT5eR5jtpPSytnhoNdYTHnU+eXLFwqvhmM5JPCBHuh1sQzkob/ypTPOEA5c/rNFdE1G71z2TqkXSzsi2K4hJQYctlQrEBH0JF7yhefjuoptf9qd8l7XJYAndRJT3wkHePpDvkH4z3VIvaRpYwGXcUynUA4M62IdI7S1ZPS9Gl7CqowMY6Vvx+UF6eiF41WgnOmpTplf+Kc0Mv9BOiJm0oBGroFQi/gtcHNHpCUMN5f31YC7PckOlsf/hJwNrEVicMGnuGh6fOHm6beFXh6T5xKM8trAD+jMpKW2LTiqxq/TPcwP+kqLa3NwLK2hZ+lGy29NFkCNQzDtfMS/oyNiTAPyxlHWcIg2qSbojniSR9y1tdH0PKZ2zNMTqH7xWyzfjC/YJGPcFRWq8H3/zmgXx1BaeBWMfIla2r+toifIgk7eTOcWp78kU2V9+QSlN4vHpNtcc+ZIJvBcb+fEifsVWAzQhcX3xYtXfoLk+fOX40JqxwEnQem9vdyHghNipwKHRY4GAkuv0nH/zv1h94DHjXf9xtaD/aMsMrs4HiwW4iceBJwSy0BWq18B6I+bPl3lwOTrswizGOOIgJ+cj/5k0fcrEIxv6TdyRkanJLsbb1YcE/DcB/L65MSvyc8TN7kpGH0URZYCzhsBRcjb2VOMDdGidkNmbZqScSJsF9mr2XhsM3LY/UGW2tXbAhkAqPFmTVEXDe1oJIsA2dQXkU/6TYtt4K6+KFoq/FchuxkB7u+gD5DPeLhzh90y8GGIbSZHZOIXXZwYA/artqKDa0Gn+gWM7dSdQivg0sz/MjaDB3dWgcKbOAZ3uobeBjbL60bFNwBLjzIbddWoWYHqmJvCbepFtyXDMeiTGjtesHR/jo4hqFuuh27wjrqJ8nLTY4GBvh3b2jQvv90YuondeltU2rUbDyahnqZgnGQF/aS1BEsyAKeUn5dPjDfVA8iv4gp6fZhMVs/YN9XdxG/CEyeds8SkJ7duAmNavURV72pb9dA7aj0s9a9aVCI2tqPqQdtPjCNQbw0dR2EdMskCW+2meIlisZ5QjHoWV8p54oVdDi5Z/Pbj3/pRWtpRdiQmQJv7RnAosk3eA+3Ne2RoT+rwMrF79+WQHOVNrThBdBxpBngcG+4xmZ4KQU7pXXn0KfysrOumqc8Ut4LeCRl8iQa6HPPQ29FouyikuZ/Cr44/P2lOCA4K9VKmX7F548tcn3366fDy1cvhwje2sksRvexwiB/6AWfYWXHyPCZ84d0mXzpxT9C20j2XcAyqxHGVyy3qM/RT3TwWjK3iAAFeyDuZXGIC4kwUDscqczSospcdA+lCP3D5A3lpT/BvdsqpiQ51rL/RnJz+iC7BjdYe+U8ATXT22NP4PtT4EAfrXfarPh6D+1l8W5uAlCEDh0PlDV9Q/Aik0aX0+b0jsgH+ITkiE0zlDIZVuLkjcnVf9+3Y1qZ5+e3G0E3s1re/rzVilVgw0WxcLNmQShOPebrAKeW961Ewc0RaQlCTmEv1s7445uB3qk1GBeDnOmYSWIU5zyk9kcK3w7d46QVq1rNVTNSnA4t2mwGT2DrNNJ320Nu4xRthTlu55RfBqbzakUzStnGHX4KRdtnePabKaVl/+HLGTpl3KRRYiHnNOze58gK1k+NcjuCpnPFsvZO1OulXmjpJs/tx6P+6wTEhcDOtiFWbchZBHJssKvz5WvEq/kDxJQCW1XVTQweqoO9GnBLpFL1UpJjLGVnoRei8ghyO4bI9yqu8n4jRAswifsHNsErXbgoOCZds6k2w4AB0rDQ7J3QEbU6fRoeDg2nXor9ZtdoHQDcG6BSjfFG0bByR7pgs2UsQGzY5+nLJqOqKnWUBppONL/r3auHIjGM4dpzpK4aEZMIH4GV706CDHztt3Cw9f//KxgDPYkesrHUWz6Lpwc7LWJeuH7X6vSOyCf6hOCI9r35gsE22CjqUw2cNpj6d+GkQ/UNxRMZ6HCQtiSUWxmE/ydZkvAlm9p7ZXmGl7nV2RJJcP8ALVvWBjlDtq/wq9Liex1SPCWShrTdwRG4Ci7IES7ojsEbtYrlgE36ERUeERXcdL6x/nd4mT/Ei565e2ZsW1OFLxPjA/gwLyFlQCTymy1M4L1/lracsttCZDxVjCueRU7IqTYA+Z8mhYcE8PMwNrvfvP5bj095h0vrdPDQhgmOhKt6le8XFXzWd74Euhc0qiJMWPbfeddHNgTmg6UkMDhqcFBbJcjBwPrix1W1S+lxn9cUDGhw3dkhw4kwvPHJ4iyvOCDsdudn3jnF37+a9LMjicktBrzuqlKNEUKltQI3sECADRw67NHtLNgHILlUYxtHDAeCSXB49zrhLOdzcV0qU3YFzywkYz0dlPJpd6QLrVeRjYuo3eoFaCEPv3C+SNsDHQRg7EhUXTqEH6lzliFS76UfkwQBOckT+Z8SnItthIzQmiligrgtv7YigaBM9hzLazSAD5eaw5Ij0ELaNCNslNYMl2bN6HdxWz4KwjRYzXk6ua+cBU9AGB/VgQW6uzXKf5k+h5tA/e9/Dsi3WccAmHrcBS9gg52pQnWa2/oCajYsOX2BMw6+XTmCeXX0ckcr28vp+mtA5Xp3qaNGZ/Bw30fXoOd+pYEr29NBOfApq4ZwB5Q2f/i0+S8RzfgWqQUHLTTDSii2T63VhpnMbC5lknbSsebfObSVMl1+2RQ8TW6UWaMBERlem5PhosX9aGn2bcv3x4h0NOQZA3R/Bo608LsziDO9xofHYmhY/+MBqx/8RQgweesVyQu7fuz/cf/BQDs9d7xhw6YddB98kawclumfRTKi8y8S8xpc5N4cuznbS1agsbYGpdaSSi66V7hb/FhPqCZtcvpgW/aLHOeE9JLbPSd5bwpM3xDzyjCPCvSjsND18cM8LZuY82VG6+2MbCRSRj+xyLlJOIA9fbIkNzmW3um+kLqHRGuLqn7JhWhmoOrRHKfNLQYtU5s9o2yZfejWESgP9ZXj0sx7Ilv44HVSJMwhd148dDx8vtoUzrUw58SbtsdXi6NRqlj4CbAZtgdPQE/63f8V7RBqzDQvOpq3LJfi9IzLBkuxZvQ5uq2dB2EaLnpcH4QLr8d0SAkwO2OFUmuy8yn/ZjkgPnksb9AdVQVDBL5UHYJJjroB5e4m6JisKa5RtkoE9R/qCVg+6mbxrpAuyqAQ/K1+YF2jZZKJqJ+mJdklGD7WIAT1tdeMKu2tATxwmnlgbupunLQOZqzpWHlvO+a2AikKTOqt8RhC+HAOD0r0elWRWnvg5MrDg5BFYLs+0d5RoAWSx/exz/rb/1WgwTnCd1A/6UIdQZ6jWUYH05ZD3mKhEfPeHu0f3/Ad/h/XPv/DrFypo4dMFjhFi00LjtBVoi9nUEFq3DnRCdE93Jc0sxLLsXQeqKfJTKdxn0dqETbJrEsek2lrOybmcEmyEI0IaYDGm7NXrl3LC7o767nCzbWtj6YBg8uiBLGyOLnbY1Db4cP9JLhOJSqy4tOabkWtcN3blRBRPrF5Qct3PolWkfPAFqaNPdxxedOXw9W+pLgiPWJ02cP9QeCNbWGiVrievqir01Xd+2gU+9bEeyhPP5M/BZY0WvjX+Xe9f/4v/h2WRmcwwDSRqjcyLA3lrb+wM7oBfhE34FYD3Al+2EW8DDMJt0HdUwYIKMwjbVhFDJjWDJdmzeh1cR8+rYGJbEw3pkhfo03NHJNozMHOskJ+IdSi01AS2WT9zjjDdwNqJa5kZprV5jgOYQCZYL5/Dck/RlhH6hm+BiXK5zrK0Dq/EOBo64rUR0uhKTx+UVa31B1Bp/66kiXtawHl/J7xRI13iZCtdZXM8UZPSgn472ur+GY6fKWugvLdmTUDANO6FK35OJDOeCQrm43fCb4Oq5xqtGvXLRnbAO3CZdZ50m8T1jsGIXAaVT22d07quvw2vaL4j4qSkcUA2fFeOZtZRCx73R5BGVp3tshDzqnYeCT49ydMkLJKug0H0jTMWDcybsnGejSwORe5D2Tu8OzyWQ/LwwQP/9413RvhIVtoo2aSF5z0b5svCVWnYQ+VEeAO9I9L3dX/yg7rUq/5Af/I5+1dQWwNxBCiPIxIHxTjvLEDLwi6HpL1E7dXr1353Cf9tw67SvXtHdhqsq85GS9/YTEFZ83KWOHrGeSmcChvwJJudM/Fw68yPb3i6XdBD192AWjsqLWc5PV9XWeFF6Q43twoHuJzYViZNmHi4+rgOVDm/+rT2jNDJ830kfJRnfJYcIE5Rk2GFWj2Sih1AqjB4cPr9V80RWYOq7GRjUDjSZkQ5qYnF8k4CyGUxa2De6/Bm7JRlcK2q2DplI6iwKFhQl+TdDOC1JLENTv+kPNES7QT9gLsuTDJybZm32NFGTyytgbOB3N0jUv3am7CHTTsUi3bzDV6R07diZ7y5Cmwr0cGFlk52uk2OofQv0ng+ycxgfVyY6ha7Kqm3JGMLYLdFY0ww2ljQpwv68duXjycEPUhFJn+ocuBXxWny7p+YmclryY3lYj5NgAIV1VMXq8ACTt0KANYrCwYVfC9iycSUjzy68rluE0z4vjw2Aer4BjbxKNhYPlsYk2bqLSGTtA0gOxZNL2MxTTTiFRdauMJS7o/0WpwjhOISQzkHLMJ2Sk75Q7kXw4sXL4fnL557YcbIcIC/z36RLYR6NLwEnMlXliMV54Mzf25s5Y/2Hjx45PegoBNP2EDs8doW8HEBXkkDfbpgLPNvG8vo1NrR30fV928PszlO84ufqsEpsfOgMjsoqY/e2It/CX7x4ks5Ja98mQbbwYV66BRng/px5DAf+f44me1mLbQr9dKmnhZdIKc8NpygbGbpdkTAoU/Va3O9Aizpd8dhyNdtVE+CNb/ePsizbs5Fx5Yk59iGEMzeB2LeBHATHijnM/X4KVrx4Hgg0aDSLt/kiMw6VCFe76REXdGyYGscwBteB2gXxawD/Fuyh987IlfDJOO6jsiSPenblpxBmxRWYFHPzhGZDbrREWm8oKN+Y9HzGrvRP4WfyuewrnDq/Y4cEVVfGn29LZaASaJgZreWnuFa4Lc/i+xFLPGwnlVzqVzgETMea7QjE5gr89vR8kdo5HscZNX6TTKK1yYIadEs9cc0TjMZbuN3dflGGG3bHRfd0wqb+I54xcyUq9DXq36nleMOk3+S8bzb0ZNiwVk69ihLjylWuf+p9vxiONAZbL1BlCdKPv30U/87cP/OjWknITqBs7Pb0ix12ZJnIUydvd1975I8efJEzsk94eQAcc+BJlUVOw9dhZFvi4GKgbIFf453Id182UOAA+THmdWOGOc6oJFsBwLfI21zkOPBGCcNID9tv/DNqly2wS7YyU+ViBZnJfW594PdptQbHThTCZpu9HoBsvJNDODAt6T55hjGLtPJIYAM1OTFY+aofDlJruFy+kz29jocAE+APnQ4HJPNC/x4doeb14nsUrr6JgB/aOAZfDlBADpRnzpOt7IlR6TyO//6//U/irTMsgAYAo0QrA+0xDFH0n19/uJ6FFBCXHeDDGgVWYbBxGvQL6ibIJyg3SCrh46kc7Q3wDYCypdo0kkuGYulXZcumHDALGOYl0/QTOwavnZaNrAjUpwarmNy0bnlxSOQzAzXpxuPiXdgIuEwm4BxgNxpwJcjorEDr564QX/vyZQksU7ckXYAssm5AZjVMsPt0AZRb+Ml8Bjt7DkeiJ3Bt6X5hQ8x0kZ8tx1ZcuqYgCR0yVcE9DL6nRJgqiNOJptoly7NAHN8Mj3JKj0Qs0X/vnyJFpjwxC3dmX5Wb5ZMZjZHdMmedvHmUdunwxd08nrdSl4Pi+0j7kmVT7bZveVNr7A0zkxPuYqqDmku31AYFJdP7gxnp2deeL/44ovh+fMv/cr08/O8R6IWWGQRvAixmMCDH3NiAc3Cub/HG1zv+/9u7t+/PxwcHaaOyDye4MMH2eZD/fCqBY40bUIHXt3O7IUDwq4MDkg9rVPQ9x+8R6hk2Uf58bIM33F3Iwt40uDKWXljxwVnhCdueKU8l3J2tdDDg50B3/shWotqesPK7VLotBnLRx0E+e2gVeB+PpLhE5wTOBmy3VhmmGxRYBvqM9vttIMSB7J3aslzWcYSG0si60ZbLLMVCGZpPs4qVv+MeX7UVpegb+ORuZ+RBT640HRpHBGnrgAMuQo0uak9K+dEF969EBE3epkPr9qp0EBsL6/x8O+CvEu2h6viVwjX2RFZav8cKF+iWR8sYRXanu82GZvKy8aUesKRTNN6NWjbegpAz+NNrRYzaAOKVCVWoHhYXpGQIa0y/reDCYTn/GvS4XpsnovPwajxGdjkAY7XfHvAcaE1c9hst3XabWBOG/ltgWs6IkBv2yU79xPuUjkY9VQyDTLJTLKpVwGdknbJWF6wKQ0kn7BaNnXkVA8NSougVuoIluUxdpLq663JBISa2r9QLlisR61CSxZjcRX6etMh0tXT8VWyl2V0oPJMv3PaTW1SxyfdoOiILTNfEMavwlVlBf34hGcW+J3hs88/Hz76zW+GVy9ee4cAmdAS2JnY3Z/mXxY66rEoR0eVyVj8Gy5luwcHw/vvfzDcbze4wg+nZdURqXQFwLsTyFffeKdAeHigaxyf0M3a0eomqrTKk5zR9peZaxeIE59c+kh7J3iTJ23YKTl5LXaiVRdBUrstVUfaOt+UmIF5Erqy2fSrojzOij0gm2wE+B91V+aEOBHL4HJsS7rFQhpv2zZcXQpyi9GvQHQ4gKu7LOtgLuknpYsk/Tzhoq8ScsaqHcVvjK/jiCyCO2K9qudCdwwDNkJCF1qMUEAzS8nJ0Os8gd87Isvl1ZGUbnNE8PQLGNxLUGKKb2BKF9ryOhLOErim+tOf/MrbwGyl+p0HvCjJ28Ishjloi0e0W4c73fP7I1Bvwcab7l9hErkpmPsGO2+F5gRs60egaHob3yTNL8dOAF51DPWygzOZ0KR7XuAr1+OZRHpIWYJ5GBtYfJoO+savY7sCU8Gcpq/Xp5egyokXiJa6QWRjCxaqAL0ttjkiM2svKBq6Dt+SPe2UVtyRItAnaCT5NDoi0uM4U3osa3mDyku/Xt7q+CRP8GIvurPjs/GpEt5RUpdvzi9zeQKmOCD17o3wQMYdH++Un/lJkh0/Gvvo4cPh3v37vnSTP+nDmYhOpVe/ODmQ0fpSjsq0NlCSOlW3B2Mavi9OOgi/sbWDtElzhfCkcU4K2MXI4XDpy0Xs1Jz4f22gx77YLuU8bWRWRhhpqKd5kM5JOBCKiYYkNFQdbdA3oNmhgHR/P8lq2Woo6PNJt77wbwCtyJftl6A0Fwf9xukwbUdv/vr0ZUxPxbOPbZ/eEanC68Cml1mlIwJjumfblfcwDUYGeTfw/G3Kop++TvNR3p6kKVN2FbS1YgZbqhi6Fk369xWNWmC+wN0DsJH2g3H2yvUFG/V2pfOXAJLy1COGLUM5JmTZO+xgkyNSEHGtThuwc2huAc6FInrk7OzN8J/+088ziFt/MvGw1Xtn583w7Nk7w727TFY6w1KxL+LQp9IZJwoc/UgL7MQKH6s0PZqkQI0/5DR8d7PmrK8X7NnD0uvuR55XwMR2A93SgBNUX/ZjtqfsnfUpJXx3fM7SHR+iOk4KGVJTVcYQMv+MQJ4zoVbSyox1umEDfbLjO17ScNQRNZhoM/kC4Arf1+vHfS9jAnDr9XqLTvWQ0ZIdmHLEdwQ1LjqUz1bH9FQw6inUaCOVa/rt0oGyDzDTp8cTyDdcX8LkXq0b6QQ+WvqCVitnp4H5PBJ8cMFzPwTHLMewHwd+/Xr46KOP/SbX2ikBEjMnV/3sXDAbYCNe0FV8OLve3z8c7t9/ODx8+Mj/CgywmDIH9IsecaWzy5e8cZJT2td6sQmKB3B1usZgONsREcJtNa7tmtQ8p7nr/Ex2OTkZzk5PXWbAXr4RtuUb9PlJdvpQCKVY23JT7YUdn4wvO2wuj2bU7dsMq/RrKNgtcv6SeqZwHUJOUMPD/Bu+hzEvfS2PdE9jezSekpMTFlEq8jHR8/R9VErr6xueAWf5NBBtHG1WDn1u7YhY3bHqCKPhHS2Ut3gVpkYkMqC88IR+UEJT+GlobofZCeMtwNXLo0Z+UvQdv05vg5Cu0/aL4epgBua4zQdh79H7WqZoqer6kwjjr4Jens5NWmoVYCgZdIkG4+nJxfDjn/1WDsm5Dxp2Qs7PW5qXBp1zdnUxHOzfGe7fOxoOjvY1KeX67/7ofKJzHBBQPitRPrKqAdVGJoiWVDrFKbvT7JlmTG1ZgiV7p85t6nWwwRFZgl5av3D0LDz2G1S6x6FPTVZjOUaZSNZ49Hmg8qsT/SrdKoz0IqPHnOyqrMotKBMGtV6vcMAcXwCy6i0SdEB7W7KDvpfmPOY2MKh8pOhoZ2wbPrZv/eHfQO+IFIDK5A6gUfompBO98139pPIbvg3T03TpJejHce1aMo9wJB7sH1jc+emb4cWL577JlR0Tjmt2QMt6yPClE9H6xKOFwvtpFG6OFO7o8F57i+uDYZenbkTTh+K3hC/o86tlwLZyYBN+tAeOheaTnNxN8yr9hH24/Hx6emaH5Kw5IbRvPBkU9LadIHLLkSh7e6mXTmsOGFTgmz17HDDaWXphZwCeFg3JqAN8+cKj5ReglqK+lLTlKZQOyTdHwunQyg01HWB8g0r7V+k4Iq79NToiAgSswnLHCIq0Kzat8NYLvKLc/BScP6Vz0V0B/6U5ItTxjoiqli0LbuaILNi1Fvo6U1C/nJ7KEfn55zpAL4b7mmj+m//6v/aZw5dffDn85te/8VkVjgeTHX8Sdbmjsy+8a3E4PMApOfCrpg8Od4ZDTYC+S919SpsUI3Pc9bBU34kdEN4qBV997WhsS8Ur0LV1AnAb6Bss9dMMei9iC8ykxbSGfsz247vSq2Oe/BKuYDW9ROtP5wwBRUdZr19Bz6cu2fS/fZ2J1/RrmJG2357vQn9oOpv4dbQ9VDe5dIGkO/QEfSZp26Pn3ZK2RYMlPdGtiGflK7YFwMxlhPtqm8iv4qANMDcmvUbTYAnfj+MqNkZ4yqiDY++6CjxRglPyxRdySk6OrSeLoS89NPqSE9Ys0HFGxICNTu+QHB0p3LvnG125jAMPmDHH11k20PMrMG2DPl3Q08/bN+GX0kVLnl1/+pJ5KPgKk252IBTO5JTw9tZzOWi9vD5dAK7qjzqIjHeOWK5C0bjcacnUuKGts5uJMVhjAeRR+wlMA714cJmoeM7qSfbs2FK5I8/NSWPhqgvlmFax1+QO8pRO49FioE8rp7YoL2Zgd/7Nv/yfOg2uD1HnVlUXYanDethUblOpgTRqPKNQywrvrGKnWaRburareuhlVN11SD1TbtF5G8zbNHVm4TfLWKctKEcEPEU4HNkZaXSK/CKglcETwDZJUcfEpDt5S8DhCs352Zvhx7/6wmZ+/4MPhh/96EfeYmTHg0cIeWHQT3/64+GXv/jl8FITGWcOZ3JaeKQug1KcqHx5OhzIMbnHJKXJan8/zku2BJGY9jAGd32DV/UVbadttHqp/2IboLebLNRSE6R8HX8j2OKI9DpkMVzXubd8tbOvB27TWK2ypfJNZX2+0ks4YDFNPKI30bZED0J2FC2ewxIPL/YtE7Os27xfqHrbFfSOyCQDfaZ6hfdx1Fj0+vQw4hX3PApYcAqK1r+Vpt6IV5xk0g0mGYkCky0SVXoimtJqydgO/zrdw6xeo4398rf6FB8fc+nmI9/QSVkWZuKcsHnx0we78bhvbo7lcq1iX37Q+TP3lOkkhF0S7ikL71zWAfr+Q6fSq9LIrXSV9bCEA7bRps36GY/jtH28zC1S2gbQp2n7RXsCKffW9LopaSh8QZVrRe9oWz3KF9qPLQvIL0FomR8bQrCJtm+h29XqoYFPSlTguq6/au+KC3K/EZ8lJ7EHua+R8Z+LI7JJlDusGWoGQs12TxRak51eljfh5obtIYuTKbfpvAXmOkwdVvjNMtZpC8qBAE/RzBHRd3RUFu/7mKBvfv+o71weeJwQuN/xPSI/+/WXSu8MH374reGv/vqv7L3numRuPrM3LxYnr0+GL1689P874JT84hc/H55/8cXw6uVL0WR7l4P6UmFPCJ662dvnL6oPhgNNXAeH+WOuO6091necMNjDaXh0HNUH1+sf2O22UgvSznX8jeArdkSWoB+nfRre5CsU9GlgdaJYol3lUdDjio9bNKKp11Kz+uu8gIlkqtfDMg/RVnqhDlBnbLH2ep8sOyICX+tu0PC9iCWbACNe8a0cET4jixlxSzR6w0TLos6x52Rfr0Co1bNXIKQjkxbPecz/zgFHg/mF/5/JPMJ44+bWlzrZeP7ll37NufE6Puu+BwT5aQzpwGUajt8djmHlcT5wWjjO+Rv6e3cf+EQkjgvzRxY1YkIdO6Vj4SvfwxIO2EY7Hb4cS4kTJpoiyW6DSqQjbT6/uPDOEW9t9T8DU95oR7YNwFvurvTn0zkkLm/pajO7xJtuVlUmEaHZaxNMJfBPymNTGctzMmX0YNLCq++95sJBfWcZZFvD/ERP4RdAXEIvYKfNvP9zcUQ2NcodjHEUjzyIaKvwLLzlkPiu3XZQEK8C9CVlk7xanCxpi87bYN7m6NPzTbQkY9J91W5X7YjYSRFy847IMvROS/EXgxbPHZGff/RcuDvDd777neGv//qvRzvyN+LA/p3cN+KDfG9/OLs4970kF2enw11NQK9fvxz+j//3/+GzrOdffCkxb/xX6G/4h03pz83JfsGQpLK1++ThkXdPuKTj3RQzdqstz+Ng1JXypPr+3b2cXktfQIvSAYRbQu+ILLCxjAbbHJHVfl4cnx2uUuMi0KCv53TL9/SO/RtYo1upA/S7kVXew5rcFQhqHd/DWE9R9WlwfXoz9BNgD4uOiMw9Xi51tUpvnyMmPaFdP862OSI99Dr38hZluw+C30S7lE5U+A20K+MPA3nBJMWcohMGHAsuv3CM8np5XpyGc8Lx7v9a8VhkPpJzIl395I0cDeojC344KizZvO6cyzU4I343ycFBHBfRldPrOk3HSle+hyUcsI02L2HMPCK1GmCHRsMYcT5xSlIGH/Sl7bw+nn//rV0jymZyKs8GEZ+WNw4ybN/ysSHIaU42XYNmmtQ3rXMKTc+uH8d68G3pckQcGpCMzUNH/1oHpYVR1Ogb7x3/X5HoQfNT0CULbuSILJ/YCblc8LXANkkuL0P4AEmrZxN43wm9VVoy3noyfedWOc3lTDuyxp8Z9PVKdkjXaXvdlp/cmPjN2rEwuaWYCaEchdThHpFyRMhD57hvfwP8FILBNMrDz+JCP73umxBZ0Z2/1j4ffvXpKyXvDH/w/T8Y/vIv/9L6M3jHoUK+HUxUixTQ4W+4YPckB9qPf/Lj4YvPue/kfPj1r37tyY27093D1Lk48f0me3s7w/17h9lN0c8hl3Q0yZHOfRZv2gJwKRocVx1MaqM1t+xmNymKs287GYGGZVOV9WfJDaC77J7YKejv75j33zossH0rKHsSTbbFZkmhTl9GnHTl/dulA3OarqABqJ5n0WIl8kt1AFunmahu4gtcXS90KdtEM+6IqHjeCy23zfjIH5NKNTm9PKbmVTBmQae+3pLO4ApvyY2kp8XVLij6rlgwZfp6U5JEMsgwjQvnFgqs8g5Qj+8q8JoAOw06zvm3W14r//LFS/+vCycRPI2Ts2qckcy58N9vN8bSXz6rZh7HYREdTsnR0V07JVy+oW52BqCVUHhEvJKpl5CT1IJyYoDCm568c5SboZKMPSWZK9jR1dzASRHrBG0453UIHltaFVQe+chzQjBxBS40h7FLwj8kxxnL3MgMw3znebLWLn+TZ5YKXtDqhHfAszl1Wxlx8AFsDLi9kzrDG6luWtchYkcNkpIxwfj0i6DaF5mxZ8hbnW4tK10MdUIrVOF3ROvPPxRHZAYYqCX7QdirO3vst6BL9gO20hR787MZcWlx6Q1f5f5doO3rfx2OSByQVUeEAOW6vE2OiHc8lJ9Y40gIajDx0YDkaZmPPz8e7uztDz/4/veHv/jRjzKgFXq7mN4H2DKEO06U5EohFiYfuOoHXo7Gden/+B//4/Af/sN/GM5OuL9Eep6feZuYx4Spe/Hm1JOG7zXRxHX37oH0ysQU62GBNgZQxD/0rTNNAwAcqND2zkWBa/49dURoSFqzDpBAh2q1+Fe9REvpxECfLuhpe4eC9s8djDlskre93lS2TTdgOsxoa0vewBGZpTu47CbqAtMt6LHdhl0/wGWdRLiSl3FVC0LBJhlTepJBGsix6uQKQNuSHWzUTcjV8c4JAY+o8tQNL07jJnYGXr3gshwLYvjaiQCnvufyzB67J6JlLsYRefzkce4nEZ52xCGJMsUDPfp5HFjNByLPKZrU2nTn4kzWfTMcaF5h/nj44L7nFID14+WrY1+K4j63N3f2NLZUUQNsmsvhmd3W0hGrMJdxyQanxE6ZPpMjgu7pVWLmSRU6jWLwIZRzAZRTMwv6ZAYXqHL1Ru9Q+JS60fs4U0zeL1AjbnRA/4d80BdUN/e4sj7Q4+tvWlza0DdyRKrr5mOLRmyt+pXBTNLUtg6mxveQevlt3ens0sIQXMN3BiwAw1DyYKYcUkXp+AZ9vSbDXBfk9eDB29ED5lT8ZvWrRzpQMQPPl18aB2TOdkRazLf8dyDU0AvfMtStwBJrHi6kXga5L/Ggiw883iNyNnzx6twvNvrhD384/Nmf/Zn19wCfgewlFAeu9QnGMVDDFc0icUdnH3kMGChbYneevf/5z342/OQnP/blnS+//HJ4/vwL/1dFOIrWW4k6m9mPY8LNr/vixX0mTGR+2Zopm2Oice0DqORYbJyU+ftzJp3HY6FFQDk6hsYL6EgmoP7IruN7S5hMPvGacAXphzHuCJJNPnGlHRmqPDCVz+v1wGS8iisoXYCJJriUld3mHMgFgzw+Ti/Iof7Io9NNWrXUBjDpOr9Z+7rLl0Wa6Op6cx6Num9HV9xDf7m0eMxpp8xcXkuozePi658mcYz56WEdb8yYn1eY5IhKaZ8gyfhcomEuOTk+Hr58/uXwxedfTJcsdEyOizE7IkpzubUcEGYDcFzKZbcTR4SXpR0eHg1H/BeN8K7vQNsqnWBtVtKJa+nMrgc7pvsHe8PTA+5XORzu+r40HCbm19yEy/8sMR2en7/xq+C/PL4YTs+4+T475rxhWkqLI7u3K4Bc1afN3EtSu0R+4ST6maQ5UdBKn2qXEI5JOk+68Qx+mm9ryonDEXrXaXDhdjc+xMgTqazc8PSDi8i0BLCeNm+nwGhstkwvz3hxj16Z22N5fTY5IjMGI0UxAZSYCr526CX1ut0EttXyAtcExUyBceFTNFtcMKB0yYAJxjdjrgC1i4eh0l3nyb0xHrqOcio3skomGb0tSoYPesfwmhyRwgP9K96rHgOQg8s6aMFtaLVYhyB4VQ8PDknoigf15BScnw+vTnQGoUnhhz/8w+FP/uRPrB8hh2drT+mcjJM9jBhktnpApYxrGXYiiv6Nzkxwhrg+zfP9v/zlL4f/33/8/w6ffvrb4eiAx4IPfSaCQ5GbZlP37t19X4M+ussd+23CYwLUBIDufi+A6rC2lbMClO0zJiZ8wZ2Z0zLBbCw06E/K+z69PWTS7qw5g4ho+i/IA9WfJS7RbqpXtNt2ROZ8p3QPm2xR+MRLaUdrMA17+rZSnRNxA+h163dEZqIXFOnrzdKl00IdoHfotWQ6BlX91MMmGRNkbDvlBadosgytOXIMWaFW9eXr9EYZLckhqzHA/MEJDG1h3mRngadMXr96Jcfkee4n8bHJccc8VONYbb7Mv+GyQ8LxCh2BJ0j89lYd3/cfcD/JYXRTqJ0D6hWfSlMX/rwCgKOey7uPHt4dHt3nMpB4mj9zOrrjUGAE5sXodqEs7TlX4vxydzg51fx3fDq8ePl6OJVDwkngxS60SI1d18C6iI+cEBwy+HFzK/OT9dWXEzZq1m6Joek/OSgBdpjAWWQD5t4+X3DZdjnKHrn8Y0kN71+n+3ffTPIUtwOqeDjd8ejHLDabAPohO12Mv987IsvQG63S1K+btmoxjC4TbQ/1Sl9g1NmkjV640ql3RJYA/FjSrVr9GWbVxfGAI/l+R+SrcUQm2vj6CuIFnq3X84u82vn73//+8Md//Mdju8sRgX40RSVWYIYddbOYpEsxgZ0Egw5MeKsImcfnpz4IeGyYa9S//fij4Sd/95Pht7/9rR0W/vr77OREtGrrG17OlAmQyzvcBHv37uFwqDMsGKJmJjRZonMuarLmN5eE5pBX1U+6FvT6F3wdjgiabeIVdNN/iUaowqa8aB0Z+npzHkXb9bXUWXVEgKnaRLvEC7iOvIJ5eYFwo507eV+xI1Jd7uIFPRb1dB39KG/cyEPpRqKSJAT9m5FHdtRtNIsyZtDkJMVPALnC9wsIUHrM+Hb1NstoySJsDfMxoC+LLnWz67HjV8uzS3KsBd2XZtvxBj3HKMDlhV0/rRP+vLeC+vDhMWBucH3w4JH/ZoLdkyoDOMZJV8CpuSe6h/eOFPMYsfjvnHsHZM8vYMu4zfEt9086M8+wI0ITvDOiuQ9d2Z090yF/pjnw1euT4bkcrJfnd7ybi7NXbZnZrSXQBd3YGcn9J5qTNJ/Cd0eeEHStCYbQx2akG7Y5E5RL8YZGKu97WoXLO2psA1jYIfUnY6sTJ9opN8pTXLQ9zHCjbrKr8L7/pzlQtJeTPWDn3/7Lf95pOE2mU+MEszYsNGgBB8QkN4dN/Ap63dYndUm9ndjNsKX9PeTyxWZAt7KL29F0DS66jxyUqObNF99eRmMAtE6l3EEHebx39azz4E0i1pwDBOp+Gec5qEgLl5iDrDkiEBATvWEfoMnWKkoZfzn+RoPr/r37wx/84AfDP/7H/21ro+rX0CLbEmxbonMkEu+a5x6XYag3UiJTVD6YcJaIAZXooGWiSdtwj4SVDue+oVX1hPMEoCoctOyIvHj5whMe6Z/97GfDx7/+lfIvxLcu/zDh8CghZ0TiIrk8lXP36O5wcBgc8ihCr9z8mrM8N9dq2rVsgDNjbVBDoXdQKhZAsgJLB/oMzHczzEqdmTCVmh3rBR1tlxTU6FWq6imqs/LQBp9oIe3fFRBBr0fR97RL8uYw0Xd+dscXGa3eYnnPoXprFVR/JOmYzBhWhLyke+jlrfJIUXCm64s74F9PV2GtboNxDAlVN+4C1bpZPf+0dCKBOJDxl+O0QS+DsjE/7xvwLlk1J0jhbGeXteND8xaXQFiMeZz/+YsXPlapwKLPMUrgmOPGdeTBCjn1uC9P5LBrwkkR7yd58PCBHZiU0Yc7w727eSLn7sH+cHDnzcD/+u3L09jf5ZgWyZ6cGNFh6l23L8cxHyRKfNMpr2dnXuIGVuZcHBRe7Pha8+Sr18cKp8PJGU/7ZY5TB6qhbV4wI3HFy9HXZiGpaevi8mI4a08M8ilbOhYPz09A08tfeDoE75BMSwOKV8ZQta3AfBrszB4XbgkDekwIz8FqfxyOxLBkjt6Tw+h5EsdQH9K7PLKMXf/X3hFZOKu7DsBwCXoFrw3ui2V+BasNTyIRjb6V3K8Ielv0ulWb4nMugz1S9PdiaIw7FcjiGx6b7F07DJTX7kd2MLJwxhmhHFlavEVO+mL0EpSBjpRwxPBhG9gyVcERfFw5eiatRf78fNjTQf3w0aPhD77/g+GP/tE/anKQHxmqTgWnBz/mxcGgycR/qsWZgw7k3SPrFgdHeaXZidjRQQlo2Do2cKC/fOVH5J48fuyJhjcccg2ZHRo7DZLHgXDBGVWTzRjh+iwTl09jBD/7+c+G//P//PdyVJ4PJ5o83mgiBC7eMAnSZux6NhzJKbl//54ckzyZA1DmSz4+8NCVSb/p6QmMRLW72Rsi4whdmzrYNpZvMtY98hbIl3hch3YpTbzIb0O9glV55rOAK9gmQ8ZviR7g2I4t86/kEu0GUP9u2skDXNLK+3QPi7qbuo770BB8HCwA43wVwjYV5jIqrdYv2KW3c19vSqPLvMywkp8uHcx1o55ljMf9MlC/ThraLJTjU3W//OKL4csvX/gGT06cOOlhN4X5abwcbjmRR5rjzwugePBukseaHx7KIeG/btgpAfjH4If37g2PH9wfjg44Z7+QM8LwyT1ldlyUxxFBTNZV5mn/Wh4nZToF8/yKPpknotuZOpBTklNNJVy2eX1yNhyfnA+nPlGCGXZRDOwwD8ERCybGYtzO6t2RxhPnC70sXd84iWkverF7wcfzpstqzFIuWR5UStOwDtJPTrS8f1t6ojVPwP3E3AZPxdIJHWQxO3txlFLP75tRO+m70h17+bUOYvd7R+TrhFE1N6plpmW0N1sWMgbKREpnTQMgZZuAOpOIHAjA7R0R4vDRoe76AGwpw/nwgSToHZGHWqCfPH0yfO97fzD84A//cJTD9dQA7c8g/Nmnx8Mnz7XIi+DD95/p7IVH+C6GQy32tgeDFpugh34vpEdYlL46CN/wavnT4d//f/798Kf/9E/99lachN/+9pPhnXfeUU2dmehsisnIk1zZkIYL0APlmJ8tRTH98Mknnyh86ntOPvnk4+FnP/upJsE4J55aRAM9N736LGxvxy9aw0lhJ8WPDYsiIL5eAJKfxif5hO44n4EnmUVY5bUdsOTY/g6WeFyHdlO9Ea94pOhIR6yiicdES5+ZTzplhIlvX2+CfnGeRsiqjIlH+5nxmqVbPAN11NfviNBoYYzaMDAawKv4Jap04kClG0/DlLbsSnf1ZjykUrb9J9qOmWHVEamuqzFsv/sKmLdDR5ePc2WYC4RkLuFFaRzjL1+8GF6+eqljOycLPXBMe95Q8D0T0pvLGH5Z2iH/Cn7ge0oePpBTojz3mOyr7OjoYHhw70gnGPkPrIPd8Nmj3VobGY7mxbFd/CWPNNNj3zx04LUCxLmXhBMf0jtuw4lOnF6/Ph+Oz5hfmSngVBxy8pW8Et3kwAldbnCVe8LcRVsZI+iiQGxFoVVI2XZHJPYlOGccUKn+BWpTMXYNT2KcPoCdD3gB2N+7xx7H0kP612U15mPvTpH7KhwRCxUXBk4p8F8SqCv4WQMPlBXgYFyyUDkO1Kjdg1AWdQ0SpZz4/7P350+WJdl9J3ZiebHvkXtWZWZtXUtv6G6AABsLAYJGzgxMEinqP9AvksxG+oWaHziyMf4b+mHGpNFIGplpRjNGo3EBCYAE0QQIoLuruvY1Myv3JfbtLRGh7+cc93v9vXgvIyKzqruBrvPihLsfP358P36uX7/3MgjoxMiDrDAcAjQJ1PlhMBAOQyRkB68PConB39cQURn8wTIx7Guxz7IwOmICRBmijjG4mSDLc9N25syyXX3hml25+oLKimU8pCuAOg9f/PX35s37duPBluSzAzLut152mtt2bWnKXnnxmo1rcW9Yx4YPMVYovxIp25i2UbaD/ThF/9Zbb9nVq9fc8n7zzTe9Pb///e+TzP7n//l/st/7vd9T2rjC8m1elSnKLq8XLZRdvg8dEO3LFUiclj/072v8wb/5A1tfXXNr3u9xSq6fMfFJvi+DrOVlOqt24CkdJhwT1VuWKqit2JL0qwPqw2T13Z5oozyhHdIuEOkcyI6mrwj94TTzsOTtl26QrNOk6+8vxrRXLPwllOlKQ6MCNYOPCwHxyGHB9OF5BIjtI0OQF9k8JrpAZajEVUq9u2yngbIeXTLSlXGQEp0BkuC4/IjPPN282U988hZ+r132F+lqf/90tJTzCItUCvavn+u+Igz0zU9OKTEDfZN3QYiFn6fk1tfX/fP8hNFzuHkOUUbmLnPTx4eQHRTmHLqCj/otLCzZ3NyCX0Qw36DzZN3ZhVn/Wrgvsq4k4gqemRw0ysBuCXWuMevy2OHhnSnoWPQV5/XY0Yhdk7b06l57XwZV27Z390TTAk4ayfS2VR4YHCIFIF8Oca77kCWjBp7Qs9Em6G04kYM8/Utp0Zry8oOmuJwGyDLgyEAc+otzOK7DlC9tlsdw6YLo9lEZjLVM0oQ7NJJuzciPYZh3R8CvDJEvAOjYou8qoNF7YbAhknljgQ2A8yh3xDOY9J8BlSEpLeIZpLghSoPhmQwRFsqQ5YaIlzXyCqMCQWGInFucsuWzZ+zatWt29dqLFNDLyOTL4OXX377itvc6trLetL3WsPwxIdfaPArc8isY5WaLCws2N92wieGWTU9M2ASP4HJv0Stz4Oc9Hj96bJcuX/JBffPmTa//yy+/bPfu3fOvhWIY+DmPyUmvB8DOCTse3oYYE+x2eKOKwRtB6G1EPgpofnD41yeXeHd3+XbODXv08KHfGlpdeez3tFutPb9Fg7UfSunQD782uBetcnCAFncYTeZZcAWUT+UrrDpkGO5566tPaJJRxifAaeZhydsv3SBZp0l3HK+oolc+/oX/GBnRl6nd+GkOEFePtpo35Ebb1pIiNTzO1q9ZiUte0n9liIQvtxuEOhXB2pCuZIgZX4xtBVI7981PTrfEGly3CfPFGrsT6CN2Rdkp4dYNRgnzLsvAH7sY4lVarshZCIklzIvUeATYv23FV8GlJ7iA4Mqew688vjszxfkwDsUO2ZjX90D6ScaIqkOx/SwJHuIKPBxid5dSYKAkHYqOladDFVSm/X0ZJQps7+37kzetdkfSldZ3IdDb6WLEIbULWeGoPbltw7dt0L+0y0FiUSW9DD7mKQ9GuLuULfS/Gx+JPc8d+ZzmdUhjlV0jxi1V4Xa0100/v/gSwOfx0pUjGC3EizmPdRfLu1ZEhOa83i9htHxliHwB4N3Wp9q+4PbAIEOk5IzFC6BdM3fJAY1B3SO/MkTc8fjwa1AwCaBJdNBiIOI/mSGS0nqcMztkQ4T7pBwuO3922s6ewRB5wZ67ekUcGugMxiJNBk1jcvDqcPiOw128Jl4Wim01W/Z4g1s3e7bTkWGiwd1UOYwdi/22TUk5TE9O2IsLQzYlgyKuHGJS4kch8Tju2tq6H0i7c+e2cjy08+fPufGBQYKRApw7d853SphT0faaIKqTn8/B+Eg0oCMlyxXVnowQ/wYOOyxSApxHaUkBNnd3leeqffbpp/5xP96XMCEjhAmaesC/bYMfY2SSrWCVszGGQog8yjnE0bYSPC5dnQFcpfSD08zDkrdfukGyTpOu9Mf4E83/BT387k2Q6EW67rrmeHcqgB+spo1DHcg7InkHBPB5pDS+kPQDZCYvg+QrQyR8dKPzCOtUBJ9giNSCHPrm5/LqNsrguwtySwmsOSzw0Lxd5Wm32v4W162tLX+zK1AtfvL7joiQ/Oh79ysGY4WdFH+UH6Nkcsl3RBp+K+HAJsa59dqwRekbPsbJy8o4S8LZMG7ReqmTXHQeZToYiQudCEUdKQNlxgDxgOtQsxYoGudJmu1922l2pFNVvz56AfB8EvoYFnb8tg/ft5HxAr9jlClcSkIa6cpKRpYXfNSBdsCfz3p4HYQAcVHsQ79YBII3djm6bs2kA7GED0mneiM/G5BuENJW/+g/P/6FZlkJl8BE75fQG+SZgAqklvm5hDQoKOMxxfSzE88CPrayDIyC5C2gbG9ubbjVryJmW6a3DPBnzJDDGheOTpMANzKUb1uGAN54eoYBHGEXjatwGAAHdunsvJ1ZXPRbM5euXRMDCp7BX1r1Aa5s0oDtgqSQASYCBsra1p6tbXdse7dl25qpu51DP/i10RqXwdC22ekxO7MwaTOTozbB696ZGFLijYYmh8q1I8Nhc2vNd0bou9HRhm1sbNvDRw9tfmlePBx2nbPN1S1bXjwn/i0bGRuy+fmFqm2YTBxWzZOsasNonOTFxAg/C+fGxro/mXP79m3b5lCtjJW2ytLuNGNCqqq8kZZDcvNzc34lxsuUUJYj3PrxXRP6ByNfXhSfjD4/FKu84irGs6vKBcRVFOWI9g+ojaFYLGr+XvCYJE+9XbGWefSDcl6UvNQ1Q9Vugnp4Uo/AgJqHODdCinEBdPN351fmUeWtaC+f+yufvEcXTlLTWiWU8oFBeWdwSh96+fKzvukiYfLX8f14gZpex3ufp+CgdBloiWyYUee8iFag9FV4gL/sX4WSW+Q9SEYXiO7lkC81/aCyd42hPn7qgJ8LEnYp2RUl7PES6TopyY4LaBZahfWXHw8eGeblhw1/6obdEvx+9ktzcnJ83OZ0gTMjQ2UUWSMtSZJBojlL7RmvPmbZHZBQ/MwjmilyRYeqLELf4XFEgjDp731eliajaqvV8gu0fePtrQ2hdHDVQOh8d1JY816TiqcG2V1hlwR97XUVUkeMIMrD2b/QQdIz1Jm6ERYrBgI6h7AbIhJNm1BG0rrRgc5TG3l9kmxgWHzkB28YNFSTBwbyF4NT27hX7cPbcb8yRE4L0RY+XY4p5s/CEPHhrjQ+SChgTxliwKcJmSCHSZLW08oQgc67QWDvNUSyosbP5GHQX1iet+WFeT+oevmqDBEG9oCGYrD2i2HgJ1+0seRzLcPUyQe+uCrd2dmzjb2ObWzLSNlqmv6sfcBkVfpRKQXxz46P+bkVFMbE+IEUxZC/PKm11/SJxWE3DIGbn9+wq1ee98m7sbnjuxRkvLW57tuyz126KL6W5l1sL1LpMNSiiCg2DqcRwNIH1HruZtjd2fUDr3s727YuA+Xe3Tt27/5d/zBYQ0qAHZbY2aHe3I8e8asxdnbizZGa1JKj2nubUg6fz66FhL7AhT90QrihGoknLo3fYBgI5fgueZ82XUUUlOTu4anUijyaRSiu3vnkvF1y5c9BqpqgWiQ9upCRvFKr4RGUZa62uBN016c73BsHOKUP/StDpPB3geheDvlS/w0qu8/BBKW/hEz3eag/dkJ5CyrY6cQtTzjIw/NMeVGGWJjjHSTsiLJLwsFWnr6ZlD6YGp+weNeI5qd0wuQ0b3rVHNV8pXdpDtpkNL212Rdvecgi2ooFn5lMPG4ur/SKpmh4dfkmT1sDsaXy7rUOknEhHZhu2wBeB/fh8ogwfU9mvMPkwNrSKRyQBbnAoZ483swuNGWhHE4bTQdSpb9i1wODJfgBpymzyhCRn8d6KT881RhApnQZetB3VBRmPRkZifeWIC7r+CjDl2KIJE/f2JMAlY6K/3xC1Cv1zRPhp22IZFbSYE3TjvWijgT+IScwQw4zsKAShTWMMQO9g0ZGpk+QMERYhGMhZoEQXbwM+nOLs7Y0P28vvPiSXX7hBW8o7p/Ktva8SogBmQIFxJUJeSp/wkwGuT5d9ccr2SkX9H3OY/j9S77qa/bo0aqtrG/aqq4c9vb2dUWhq6L2sCYxh1537OyZObu4vGRTjSHZKvs2NSZlo9JxBdEWMvHvPXgoQ2TK3/hIHu1OWwZBww+qfv31V2xPimxza8vfl0KBeJMjZ0S4DcNtIM7D+ORWnB+U02Tj9g1lRo6/AVZh6sRr5jFO3n3nHbt544bzcfaER40xSlB0fiBNYQyR2dlZP1Q3xmvq2d3B+MzzPxxBGCDZjUUpGyC0KLRwu4FEQaf0Huz1h+CBMChdCaWMesxCx6dU8lQcBQ1jN4PzFHKAMtzlVx+66/8yXRmmJuh7K0GQb8EEY8ov/hLUgaLEBY1/BT1DV37J4xCBoPXzh9sLNb2Oz1ex4S/S9RFB2Vl88THjcntl8CRJRimr9FeLkMPR9vb2SexdMpKbwcsNa+obAr08AHMpQ+UveDEeQC42eNQ358liy3zCGPHdErlcQHgPiycvygDjovbHQutzTosrRsnczKzNaL5zeHNoOA658kg/T+P4bVv4RjB4dFGhtGGMhDxksZgDWbZHqSDUxzWfJofrWdUK3cuTN+gWdoI3mx2PyxedMY/oc3ZC6UcRaEv6RV7SoU+QTbuQZ94RyXXMfr9lorJBzWc4SIdRQbHcUEtGyZB0b2510gNDiosLB4yXJNPTx44I4Vx35oIbM1+0IVJCNUBOBVQqKvbzArmjAo62xWBIk1PN4APrtEC6rKkHQNnGXM0wGLT2+W2SgFQGQZx1CCjT4SUMxY0R/IUhcnDIVQGDmbDki8f5UtFYIOBlR2RhZtrOLC3ZSy+/YpevXWUkywAQT58+zVc/veDNrX/d7Z4lhMtUixAWOfVS3RWBn2Scw9hr7dvOntzOsN/Subu+G/ddxb61w8f5xv3E/GF7yybHRu3C8pzNTekqx1qq0L4Mi3i7Y9OvJg7so48+tl/55V+y+/fv29bmppeCNl1eXrbV1VVvM87GfPbZZ3bhwgWblMHgT9tQFy+hyqX+4VZTgAri7YuCSCRpYN4Cy1eGUaL3bt+zW7duuYHiRg2XVcqHg7pcpXHrBj52cKalBP1QnisB+ioUcCg/ZYDRglfAmyKT1wE+sBwXuf1jZAS97BM3cHqhEFrylv4aRMtThOI5C+VwkkOXjGLnogLFZ46Sl3qghP2qs6hTBngzf2mIlJB3RNxJvLGl797UIt1Q8nb75YZX6fq0m6BS5JHQ/SX0b8OaHnk8KV3ZtrW/LFuZvis/+QkXlKBV3jJdaWglem/aBLnOvaBWdrerDF8AZB3ofadxwQLNBQS3bjjwymLtQL5ScHWfxMvSWECZb9D5EjkHXdmt9F3LqXEb4yVomn8ccmWHZGZiyG+3Mu+Z726geFugq+N2iI9TMOVD1p695njMY+mZyvViW0vVaLf3rSVdsiuDil0SDGeVWIlB6ugS445mbkaXE7ivAY7OzgYGRgfloInCMI3+CRplH3U5lDEbIhxAJVdo8KVELpM8cnr8ccGY/TFG5JNf7fr9X/3eP3HKE8G7rRtyxb5wQPCXJvypoHsy9GmLgfBF1OPkMigZZWWA0NkBdfqadhSoIrE1B4M1+2LwRJgplPiyaAWIY7IwEccbE7a0tGxzi0s+KDUs/bYRhkuJGE5u8SNbYlARIK8jjrDiEpKBf7uFjJyHeuoK5bDl9Hj1esRxC6k9NO7WOk+qTIwP2+LsuL14dtJeujBrL19etqmRA5sd0/XD3pqt7jf8o1U3723YR7ce2acP161tUiSzizY0ylbsrN8+YRKdO7vsV1Nvv/22Xbx40a+MuKo6d+G87TVbdubsWbt7756U0qSf+WjuNX3xYuJxVqXaklT5afPs8i8mtPkOy7nz5+LFcM9ds+9+73v22uuviXbeHjx86Ds1yCE/zDJ2ovhOx8rDx7a5teMveOMDYPCg7FC28PHf21X/uOKkKaM5KQB+3Ky1aN9A7/Fg6YLueREAdz/eEup03bxBjjbIUObhSrYXFJ85essTbdtNy1DG5T7pBW8OgTuFHJoM7Ce75O32yw2voPJ0QV0e/+/+Ep5UF3c9jyelo87JW/i7ylak78pPft+pLEHhOlmZrm7PvmUekK6EzDEo/mkh60Ck+tkQuRgYfIeKQ++8PZkFmV0SbtmSP/MeN5AZkkeAZGjucctnWzqAeckui5+v0CTje1dc8LCDYUMNGx2bUJ5ph0blyPPPL/hkFKApKQ+0XG03CMhfPwwcD8o/qgk8posQniDE6OEsHHTOv0bR4Ge3IbUkFyFyMBCoD7s33BLJdaNd8JOO5Lndw/BGhn7OG30bvALi+cFTFZo2C39Jp11qf6Sn1v4K+y96R4RCubo7gdRQi72QKnNiOC3/yYB6VNCVRW6LLo4KuutUcBzTHn2jnRgyutu0zLlOScno6APuIXbtiAR/945IliHJjHwBC5QvVgrH5MBvPrhJygKPWF+gJJNUxGfkXuSMJvL87JwWztft6ks8vhsDud+3Dsp6lK3JlQDBkobPh648MaWKOImmND723Y+CyVc2xaBXWXzCuT+kk2ZXC/ra5q5tt4dsQ0rj8fqWbezuG/qDK6RxTfazMjCYxBP7W7Y4PyODS1c9o8PWau5IsbRtc2PTRrT4N6V8VtbWVG0pHN6JcvWa3bt/XwbKOcW1/NaNiX9qctINCPWUyhz19XZU2d1gUZnD5cqD3am8i6JrCJV9c33Dbt++5Y8s7uxs+Td0OJRHD1Jm5jvKgPch8PghhhCP3c3MTEumpr8bbqAAXhIIs3ogn7gqkkuU3IC6H7NScUhenEwPzvhf7p5U6YI5/AkirqC5N42EUkZyc7z/PyKLmG5abVx4pANXtv0g35opJZR5dOXXr34FDOItIfOEoxImN0O32H70mGu9UNOyTKBoGRGzv+83RRJ4HxakMr70d7Vnjwygu+37y6hK5Kwl/dkg6zoAneo6Dr8b65pbmm8RF4fI93b3/DYqt3MoH8gcjQVaqHnqCyyoNH77RXMtPrI5pouYaZ/r6CB2Qzj0Ojk24t+14fxX1lsYGfHitFjE8y2iIT9YwjxNNHJR4WK3JGYw2g4/uyLslPD4LzslnQ4llTYkA9IlQKSE+1xgxuPSDnFRiM5jziMzjJO8e4Gf+pIXxhrl8Nsq4q3i8atd/IwIfNTF2xRZtFOM/TBK8CO/59ZMvn9cglOQ2ANe+OQvIVeAJKl8A6EcFE8P/Sf1s0Ju3KMQytsHRB+Wp61TbRgMANo0eXufHugFDI68xciti1zQ0hDJ7UZxfeEX+LJIPqLVhogGstLBgdXO07V0PgdCI6143R1WXMemZfVzjuGNb3zdv8DrzZQG37OA10D59EJXq1UBNvzqutKXHiVXpY5wqjNGC3Qft0xY/bGDcHDQsJ3mod158MjuPV63zZ2mn5XZ22eyYQpx8HXEzp9dEi7azLiSyljY32vahGTtt1v2cGvTtmUozExPev6c61hZXbUtGStnF5btgw8+9I8Drjx6YG+88ZoUSNtvwUxPz/gOzPT0rJTLbtWfeW7xxMyhwvihEdeRojyU8nn0+KF9+OGHfgiWsya8K4VOQjbbwyhVbulMTzTUT9OOQDaAuJft7aMuy7d2KgXobRfcWH9ld8AXrkZWeLsgxwO1n3ZP3gTEhalYA7QyPUWJ8nRD/zxq/yCd1fXWyAK68kzg+SZyd5mKxbcPBGvwZ8N4EGRe5PcrA9C3bOq0/vRMQ17yFlDWqWTolUW4i0a48tb0vu1Z8JbQna5Pu5R59Ou8EgbkMUgnQ8UAcX/i4T8yKFf28ygsuxuc5cJta57FoguKR/4wHFJYrt9yUWB4iNfLj2uezdm0jJAJXh+tecVuBudJ/E2uMkpCLx34HPUdVOSpOXwu+bdvRiIP/TD00NUZcj1wMSa49dyWUsYQ2ZNR0pTSZk55+1JPL7sn1ZwgH4wCabS0BqFPaI+8hmQDww0K+V0Et2koTSoveVM+eNGOnMXJ+glDxtszxysfZEV5iO+5NSO+k8MAXjLMkaeS99Tw5WQS9egHNDm5Kv4Lzfo0wp7MywCoJx+TO/hrGlDKCDr/M4ezeiAWP/dq0GB0eNqifSINcZpIGpRsdZ6/cMEWFxc9+8FteXI4iYT6nmqUn7L6kz7E5XpEYT3Mf3ezUZLiqAMfwZoc3pfBMGGvPH/Wrl2Yt+eXZGTNTNpUw/w8RlsL98rGrn36+QO7fm/NX1e/K0NltyNFMTIpnhFbUBtMTEz5O0MePnxsly4+Z5srK7YwP2PDo4c2tzAvg6dtjzljorz5QBZXGxubGzIK2S2h7rpaaox52Tlf4kpJGoofNeA2DLsdI6NxBfbyy6/YG1//ur340sv++PGo6BySjQWCWzlSUHt7tr6xZY9X1uJ2zm5TSmVUShdFhnEm5aN8KFO0Z1wtKXnQ+D+wX6PNifd54lgACs8ZCijC0TcBjJ2MFcgbcruh5OnrP5okICrkOEhGBs83iyvjWTUSlPMs84ST/UW6PpB54RvE248+iL+mEZ+8BZR1Khl6ZR2RT7jy1nSfa8lf0QveEsp0XbIzFOn6pe+CAXkMhNRPdW+5iC7wMomBQ6rMYb5TwyLsF2eaELg+N+SyCx3h8Ie+0XzTnOWigK+A88RejA9dFIhnd2fPb7GGBmL+hTHh8jX//cIw5VUBetbnf7QJRgsGC+iGgYYiFxTcfhkb46VsvK6eejCvYaJ/SIOBwS6FZMnFMMBowIhCn/COkHjKhkzDiIiLyjAkyJz2yf1W+4M30zwd9BTPL24bxa6Ix3ffmim7pISj9H66JICCDJLzJcAxuwOuMBPQACeFaNA+kJ4++CKgVFiD6lGVv6tJn1xnLHjuQwLljkiZX7UDI5JPGP2wm6ldTDAmgJCFnIklPs0Hucobv8qAOJA5wo4IT56MaXDx3P23vv0tP7DqWQ9qywEwsOmVT4ZclVwNoLt+2U/hwudFceQUO76IGJHRAfgU8QlOHG0c26buU918Eh02xThiLT713dzX1dGhbTcP7eaDDXu4umZbuvpocxp9bEJKYEKWQ8umG4d25fyCLU7JUGgMW2tvl1vGimr6bZ93PvjA2i2+0zPjbXf3/l2/74shl0/3s3NCnbgVw0n9Q5Se+gWjz7dV6ZwDGYMqJ0YKSoxG4ofC4akedlmQxQufPvrwA7t3746HqzSSMTKstmHLWHWdnZuxOaE/oaNyMg7om8yvFM4HZDeu2uowgLdemgTyeryzBD3YIy27bRHvIacShhPXo5yzG7rzPOofrLPq+UT5M5QyPFMc/x9Qxh8O2BHpkpGgpGWFXUJEBw/tnP2DIMsLN+R1Z1sHyryz19syk8uEJa//i3CVXwTC38Vb1KnijX6LQN17VZ8SKGSU/ZDhKKUXao6Q595Bne7zKWMFpHkSv1w31vf3jXMk7J7yFF2nunWDXtScY0dEvxEZ99nvIIdF3B/z1ULPQffFuVk/AMtL0biVyrmP6ek4iO5Gh5JxSD12K9kdSQdeE7r8lDc6QZ6qnIDvasvbkdvsHEh3ca6FmzYqq/MqH+ac5DLcRHJZXmREyOWwPh7kYCj5uz9glIxyDONHctzOoUzSr/I7r4T7LRmlwQjxdCqT07oNkVDIJ4HBk/qnDcWg7wPlIIuGOxkM5j15Gx0HXROgXz0UHUO/B44xvlgo8pMZJzJE+CkuGyL4uU9YGyJxy0ZiFR9baww2xIEMTjdE2HKUQuY+6Le/80t+Ze5Zn6LdgX5t75Sq+JQr+QrWun5RnwzZ78ogkf2NiE5TjTUhMHII+0IKwiSXlvaphQwxdViAXQabneFyS2ZIxszQ8JiMsYbde7guY2LF1ofGbGNbhgRvSZSh4R/5leDnL87a9OyMnRkbsaVRldX2bHiciT1q77/3vl289Jytr224EpuenrQ7d+74Dsbrr79hH3/ysfEFUZ6SoV4fffSRvfzSSzYtA0aqTf0Wj/lyT9srIZ78BWe/5STliZLxWz2qQEd8H3zwnj14+MDWVlf8TZTI4BYRdYtdpgObk/xpvlA6Me7oh96GZJBICIow2jX6has1Mo821J+3I/Jq8DYW9jXsXVlFPHWsjUOx01ckS+ESXF6Cfn6awYt5BOr51C+d/y/oGUreQbdmungSlLQv1BCBL/v75OscFbn2R7rwFww1iFYn6+8v8+v7FBK8iQc3c0f/qk9T2EHxfQ2R/p3XF/rXvxsQl29p+MA9BljkYasXeJVd+bD7wW0bzpTkx/IB4io9Kwg9xMIb38diV4DbNlx88LoAbuGy68KLDHmvEI/pT2mec7YEfeU6S8OFi6hRiaWNGD95ofd25L0lqe6RH26UI267o82kyxW111JdpAc6Xh/SguJVHi5P1JBFZrpyEtuBwqwtqQkEzMe6bymLmzjIqmjoNnlEC7qMEFWE/H5hDJF6yFPek5c4N+JR+MoQgTbQENHiyeNs3/nud+3lV16mIWNw11kfC/3a3imVDMoVvoOiKar6ecFyP9W8mhLJpbU1YZPAZB+4otP08AnucSI6HQUAI+xMem8lLcLeCizGI5oPDT+0StpQElrkZVhs7zZtY2vH2mofPnB1/+GK3Vs32+FNrmNmv/LGZVvbvWG77W076Bza0iKvmx9TWzNpG3awO+y7InzY68qVK/bJJ5/Y/MK83b171567/FzskEiR3b5zW2v6gb300ot+dYUx4RXSH++UQQHk9sEgge67XqoDV1h8H4dvdGysbdru3o7t7mzb/fv3XC67L/6VU9WJqzSu5rhy42VNHL7lTJCH831hSc3KKffl6BBvngwIOgqJUIxTZNPqQN4R8XGjMpayvjJEjkJdTrnZ3ydf56jItT/Shb9gqEG0Oll/f5lfX0PEIXhihyDAxwt9msIOkvXzbohQ7hIpM0Z+R4a9H3KVYRK3VCItj/kyR3jKjvnG+TIWbc5ScMuUmdgYlxGitpmamLTxsQkbVxouKnhbK6+WHxuXX/OPqjXEz9ipUETaUSJ93riRUjUBt1jRwcz7qCdl7tiElw99wIMG6HxvDcnx9nMZ4R5Il/luD3NTP6rlt5DYKk9AGsqCVvRDvwqTPHZHlGeKH2CI/G9rSV8AHFSVPx54v0SGkwycZ4W+ZVMZ/Gr3JEBDPmM5S2XoA/hJIOaKQ7zHlZLBwaLIZIinZsisLq9v31dQK8A8mRhAcLhfHhYBn3Ty+60ZrRm81RS5MbA9uZYSFgxZyjJEtEzJuh+3733ve/aKDBH6NQ5BH1W4g6AcC8e10aD4TPdWSyz+YblDTYIDWe0HWhiVzyETw3mV5xAvH6IFKGtSpoqKklM3DnNi2AXkctIa8RRKDSwg5AfAVY51zn40GlP28PGKyeawew9u2b3Wx9YZlvLSBG3KiJRNYguLS/bc2KuqC8ZNI8p+iAEwajdv3LLlM4vWau+hN+z+g3t29txV+/ijj2xigrfCmj/pwxmRzqEMJKeoNXxcsLjHtjJKkRp6f6sd9mUgYcjm+92MJY16e/jgkX/VmNs7zqcy6r/8KGfGjwSon1+8dsUfl46dklBEtMWYsvH8RMMA8s+qo4BIprhoSuh4hHJjDWZU6kd7qhwxniLeoxM74I4TBMW4R/k9CQ5RmhlUl2pbOkGX3EFwjCESTvbXsmi7bGx4vk4L/qqufaAf3Vskkbvy4J/C6K48LwhnjiOGQIKuPBJ/r1zCvWlLQ6RfOR1E79WlJW/2u/wevmeDep5S/jBEJD81yyDI7RZpYryzEGdDhuHv5zrQmVrU8zxhdxjxk5qTzCneKeK3QGWA0HKMa85jQGOXhDS8vRUZ/n4SPvIphN/PbAjZPZlsaFyrXfgqMC94ZFOScURb8RJEhhTNxtDnNgiFiAtCldb/9I/7w5onrIt+cak4rl85Q9bRxYs/NaYxiUyeCEQGrcdZMupEP6Pb/Va+p+GWrfJKaXixGfnweC4J6ttUPAnIuI/bO46/6IZIaWWrOfj3RHjWUqIfc5Z5cA8EMVcc4j2GO5bQn7UhooWSj7x977vfta+9+koaaDDW+R0H5Vg4ro0GxWe6t1piqQwR31GKbzCwwzOsckf5VFE3RqKsPHI8JF6Kn3uizC8rUv7Hsc7Iz+vMj9s1TlW80xIcanHXJOSFQvsyEg6H27bb2rPtvW3fGWkd7NjO3rpt7WzY9iG3aHRlNMy27YwUmXBo3KbG5qwxNGYjau/DFudOWjY+O+3ftBlWGVGAvHQNJbbV2rW11VW7fOkyBfRy8OVQFmge52WsUC/6ib7OwHhBIcZbeqPuvDOB95Q8fPjQtrZVPinc9fVVfwEbI4jbMknv+LYyW88oyPmpSS8LL0XCgGHNRYn7N3NoZzLQv6xM9c95lCnehCi+It7Rkzk4vQ98ZYgIFP7KEAHqAU75aQ9vktQsgyC3m7Nq3EY69ORRQ4Tbmuhgys3HNZlDPKnGQh2GSPS5L9pKneP4Ojgy2DUhDYfW/bCokEeA+T4Wcf7eE81fvkk1Njoimhb4NIf8XSOg5JKWoeWP2tKO0GnL1KaH0oUKiDOQlmFnG6MEvc85GPS+V93lynDwyR1lCqMj2gVapx0XMMjyPJWGtHx7xjk0LipDRGEME4CyjHz/V797gheanRyKde9YKFm/2MHWH/qVjXzpHFyKAMuT8JnhVEJOlyOdizLzyeGjp7vUeTIFlLLx+xLqMgBnFVZuosVw75YbfuXLbBQPE+XipYt25syyT4qAkv/J8GWNhZCaZMtZ39y2h4/XbX5uMtGFPrHA8HuLpPJgxPjEdCpXEDVCx0gDMW7cYFODubJCHGloHvdDZ7FjciP30KYbUzYzPmsLk/M225izC/PP2aXFK3Z27iWbGlngJS22t7NmreYj2xI+3r1r99du2MPN23Y4vmdj8wc2KeNkZmbSlpeWbHpyWnKH7bEMhHEZBIbSUZmuXrlq9+/elyJp2PXrN10BcvBstCGlNjHp+0AxFzAo4gkoPpHOFRE0XvzElRtPA124cNHOnTvrZ4Fef/01N3TYgt7a2PEXuWkYuru1tStDZc0ePVpTeda9PYZGeM/ChLc0Bhm0aNNkBBP2hkMx0mZRJtwKRY+yEh/+fjCIXkEyAACyimzqNO47hYwSct7hZH+3rAjn+gXgJdzLm6EfXdz8C39vfK8swpW39pfQj79Xbr+02aACevkzeLo+sjJkfz++ZwMfTDX0BE8EngZ9iZMEyPExq3+UNxsp+XYlOxnZBXK9GO/wYHgwd0jj9OSCHTdqhm1nZ9v5+HDmkNIwT1oKN/dk+DBn3PCQjtK8IY6n3+JMSJhfTCd0E/OM8TrMjojSYBiwe0EeeRckjIaE0uGUUxHuuo904nN2udyKge5z1suBbqOuMrowPqgLP8mCP8dDB4b+i/9TfUaEhnpWKHcdsjwKwF8vDLmi6QEv8DPCABl9d0TAvsV4cik8SW6vIr+yDUuxVbw8fbLrglqGly68ovVL15sfVyMM3NPtiPh/X0zhQGb+RLUPXvk9bp/4WBhCEhMuePyMCAxa8MZkoX//+9/38wo+8CSovEo6DZT1y9BV5z7x3cCin30qtdrD+1vlun3vsa2u79obX7soBTHpE3x4WHUQA1cLXLmM4Fc6Xvzu+x6+exLQXY6ybQNip8WnvU/UqjfZTpUvrk40UXGMnRjiQokBpIyxua9i0wcd293bts3mlq03163Z2bW9zo7tKtw+aIl7zCbGpmxiYtoaIxMyWjBe9u3qhZdVj4Z/6O/GZzesMTpus3Pzng+KbXFxyc+enDt3zvZbO25o8EgwV2rMA3YUCMcB1lrJ8i4TepcndA7243s4FJ2xw+G9Bw/u2ePHj21bCnR7fcOf0OH8iTOpPlwB8i4FdtDiSi+eJuDLprGLBjB25Cisi0BXan7/WfRQZM7k5SzRR2gOB0s3FPSuHZECQs5g6Io/ZnwH61F5pQwUdAYvt9CbSixe2qPJBfAlbwFdctV/T4JyR6SrThlE87Ga/H04uvMr2qKvvALK+L47V2V+A/I+HdTz1EeYGpg2lnD+DYR6Tgp9gU9zwN2QgT+Ql6HF6+LZEYGvOrCpfDjDhQzmFzuM8OBi8PthcxkZ8KF5OLxKeuYHej3fvhkZ03yRkcC5E86U+HkTKRI2H/zjeynMBgatlndgKAO8YTwQCYqoPgvDIvLluzZcWPoyIGT/2Hd9qB/9K758+9XfA8IOr5h5TT77wH5xr3xYfmL3hL4NNwwRXPIUn3Dk13/tJK94PzkU614FPnz60enVXqBgyfvUMEBG/7IVRVO6jH1YB0PJ3yMjYwVdgePgSOpjgU7OE6Q3fdAy1HSKCxCbOUpW/B7nbjBHdLefQRqPZQ3ZFV15Ly0tiqqf2Eol+zMDFdTHnMqDUbqxxeuXD21KC+HNm/c1kZg4w9bQAnnn1mPb2923mdlp1ZuzED6N9IvbLYG5NXIbdEPEJq581S/kEWjGIu0VSmxYi7iucGT8+OFgUnB4gi9pyoCIqxTlL3difNLmJxdsceKcnZ0+Z8vCy8tX7dLC81IKUhxSBFtba7a9uyblsW3Doy17vPHAd1EaUwc2d3bKFoRuAEzJcJkcs9Gxhm1vy0CQ/OHRIdva3vIvjD56/MjuP3zguyCEeTkb39TgKmlre9vmpufcOGHLGIMzlCHIK7PHbG52zi5dvmiXLz9nl597zj+EeEl+dmg4L7KlPPmez/b2nm1uysDa2rGVlVXb3MBo4XArB2PZiZHio+HULvlwXFb+QB6/3ZBbn/g+DKJV1AFjs2+6ArrijxnfwXpUXimj15/DOF7aOrqAmF+9MEhuP/C8Cv8RID7TC94SuvOr2+IkeWcYmF29wQ8AAP/0SURBVHfydvmfGtKgOQKnkJwGnv+XP1z+IQNPGClA7ArQfhQ/8mCOEF/uloSxErq7NsgiLs5yoRsiHDHxDwPGvyDe0kWC4l1raI74bRVdjPp7lJSvo/jRXn7bJc0f5pFYncYDCeTFGTFebogMZPE6iJhvyCHbqI/XFyGikK5+ZQTxQjd0ot5R90SvMAwfsMcQCeYnY4Z+cUIE+w9IPv/LPw86eq26KML4ezbwMvSBqmz1j9xoCI8ThqWWU0c8cRV2QcSjhHN8Th8ywg1vxPNzeuUL7IaSWsdmaok+IAvob4gEOqmLFpANlBhSCZKHKI1BD+LmdBEduyOu8lU3FtZ4adahXbt2TVfaC26UeP3F+7OBup7e5gr66+bVTptbu9ZsHdq0Ftl33/3E+Ez2J598ZpcuPW9vvvmeFlmz+YVZT7enBdN3NTg8qQmWX1nvxpdXn/qVRkpqL+g+zqPNaCsmPMDkDlSfieZ+RcHjtH1dZZAGBaDwIYdsOyiSfdP6LC4e8xu3saFJmxjhceCL9tziNbt69potzyzb9MiUDckA6ow2lWfTNndWbWXjvgyTu76zMjqOAtKV22HLFpfmbWFp1qZn5mxPxsz2zq7NzS3IYJl0JcOLmDgPwmHYBRmYO7vbtsEjxlKmGA308+rqmr9QjSshTvvzZWHaiis/zqJg8ODyQcDXXnvdXn/9dTt39ry3Ed/58G1lFKAanhe78Rba+w8e+o6Kv766tRdjTehjlnaRw+Zf3BWknXDT4hADL/VNhkifogK64muo9UANkTqwS8gAGRmCteBPUOZR+6N8jDsPFf4KqmCK6Y0u5LqABD1sDpE+YvrVOQpwNL6Ls0yX2sIpg/gTHFvO/tFdkNsmZlX8Py3EuBoMlVQNuGp84cfTlWXEhSGiGap5AQJucCgBu37slmCIZIOEcQ+dcU2bsKaEcSIexWXjJFzkxTmTgw5GyrAbJNwW4Qvibc1feJDpt2mUVy4PWOsdzoBhlGB08OQMj+13/BXxvD2Wec8uN3J8bik1nVDpKZWVW7uEOUdGXt6fGVW+COONckdU3gnRWpl4ugyRYBqMXo8MIvTGOxLlyKKc0ENBR3lUPPp3BOF5VpCgfnJ8u0huF4rm9Ao9uf/LtBwfEd1xvTz6qzCxJno3L0jPwgaqWSog6qSIkPAHAQucQZ4NET+LkKC3HM4Sw8sBXw75xFTAF0jC+IkgHa5AU8HjMTL4z+Bkiw/nhReu+Y6IH6LyRbsux/FAxQKr8noYyHFAL60PVg2LhHQ1oaJQFwwRXiQ2N8NtjI790ndf0mLbdIbGRMMa43HL4Ec/ft9W13a00K7Y8tkz9vmt+z55G+NaPEcnoi29cZC7TxNpgo3Y+ta2L+ocJgOYdBTHtyeF/ly/mNmdiVP4Sk17q7k09+UXrzcq8f7f25a+YevUDRSXoTTsoAxzC4eC8B2cSZubXLQzc5fs/MxVW566IOPknC3OnrGxkUnbam/a2vZjW9m8b5u7j2yzdd/Wd+7aw7V7Nrs4aWcvLNns7JTK3rDRkYZ/gI/Dp49kGJyRgcmjwh9++qmNTYzb7Xt31V5j9nht1abFx6n+ra1N30bmSo1DqpQ/3u464soVZYQ7OzNrzz/3vF29cs130S5evGzPX3nelpbP+NkSlNveXtvf/Lq9tWePZexs7zRlpGzYtoyVIcnwt85KqfkVndqQvvHzPEorPeptTZvQbj6uPRytSXt2Gyo10K+9gC4DfZdKEL3TLaMaswWSf4Z+8aCEEslfBU7vAxU9FYD8vW4JcvmA0jdAHDHO2Dc/0Upq5e+hZyipx/IW+ZXxoTN6kEGUMHiDHiIKnuxPGEar5kWRHsj5ORfzrJde8HsMrvuRFfERneZhohHHIs9tRAADRCQ/qI3BwLwIA4TbnXG7BZ0NH+0BctGTjZVwyx0R5r/kiw+dwU6KF1rICEcmvHz3CjefYUNn8DZX/HErnaNnMkBkTNSGh9KLn+ZAk7hE+XllfDziG2dP4ta9+NDrcvP487mGnlPKuA1Dv7MupXiFs1EVhkhqo6e+NeMZ/JzCgLKVg76Ckrfw48u/DPjyQOnCiD410MEZ1JdPBT7wHbx0Kk+8rCrooj1BcJk/QDCTPE6I697kR6Y7griNAEQebpRogKtJ7MUXXvAdEfwgKvzkMLjMzwLRU5QY5TUkoyMMkempcfefOTtvjx+t+j3bphTG/PySLP2WPXq8bq+9/nX77LOP7eL55+zddz+2lcertrXZtE8/uWkfffSxLaiu7A4woVttdiwmtFhuynhZtcV5tYPqzyTnTazkyUTmbaV+wJddlmhcB2j0nysRRYciQaFgnHDlEYrCjRWPD6Rq+fAsCsKVhOfMveNxawxN2OTwnC1MnLdLi1ft3OwlW5BhsrvbciXEIYxmZ9M2dh7bg9Vbdnflum20H9rU/LjiW34/+IqMhdHhcZVr2M6eWTI+ob60oPpJoWCwsJ3LEzUzszP+7pOLF86rPZqu6KkPipX7yBzMow/8IJuQtuN2zoSMGF7YxvtJXvna1+zVr73qu2t8kXh7a0fupG9F02zsxPDa/AcPHvlh2DG1ubef4uhpdlhccatdonmhZsQJf99FT0D5eoExBLV3WvUaIk+CMr6bV36FS9IgWb30CHYlrEI1b7fsEuAhrm9+xCXvQH8BfdtiIG9N7fYnzwAoeXOPHZPkCFQ9Hd3tkGlgKa9bdsTGHA1KLSRcDAXKSDpcxj8GQ0dGQjwlE2dB4AvjAr5YuJELjVskwRO7KMEjiUI3TmTY+JNnzhs7JIAbKTJk/NF6hclrT/osdIibURRfFy9huEPjO1v59g16PXYmYzfEdz0kCbnI81q5x2uHNJ//lNvr7GXMhkisB6UhkseHx6Uyn84QoZDJ6wKT/1RAIi/oM2AJA+LjfzdQ9lx++Jwn8QNlnaLBUnT2eCCgkiOoqYJe3jJ8BHHIRx5Y0+9UoIJ4KiVjING53YaI/nq1ZoLINuJ8AOJ6KMKRNtHlCcsff7iRNiOLYCyWTIgXX3zBlhbnPYYwuycnh5DXBSJF67in8qtUieF4gDt5/B8TmPMhzAUOqi4tLdjKo0e+C6A555Oflwk9eLTiV90zM1rIp0ZtT7y/8qvfkbHS9Fenv/711+ydtz+w569esRs3b2lR3LCdPa5KRvwK6IwWbPplbX3L3nrrXT/9fu/BPZudm3WlFIaHSsQEVaeEUpHiUfhAiylvM+SmT1zxZyMkrnL8SkfoykNldjq7JRgiidZx48WZvBdQXvsdVZp3kgxN2eLcRVuev2rzU5dsdnzJJkfnbHp8xibGJ3RVtWuPVj+3tZ07trJ1x3YOV22t89C2bMWmZTQsyXibnpmyCbXPfmvf38C6uDBnezt71pBhgoG1ub5mD9WGcctnW+2w4W+C5UoQMwklHVdGHGZTvRVm94QrxhFhY3TMb+G8+OJL9rwMoXPnL/hHxObm521matafzOElUmtr63449vHjFdvd4SVwG/4yOMalfyOE3Tq1R9XWrpEFhMk/0RlX8CZGhWqIUaco/XM6rnsof0Cez70AOVAyevzyOaHypl/Qjv74c8B1GWD4c/io3/+OQuZxbx8O4pN3oL8Ab9sE3fKSX05NLXwlb39vDSUv/QR05VVCihfUvhNAwZz1TP7vOpCQEzJj7Yb+1RBLhkLceondDeY8X+LOB1GJ94VcP85f+ccn8w6I0mBQ0KYs5qTnVkwn7aQ4j9I4qP7EZRqu7z6Qjvmv+GrnQ3IoE3K5LeMGh2h1fDo8L8D8cIPBRWRjCbFH+9ldNy4YUzk+xlcYIkRnoyrJkv90hoiERBb86z8Ij4Oc/pmQvDP2ixf2g/IWCwPA+WjRhDSIu4TdG/5aXp0vMqDXcQFlmYDs74tJFui2Zo44LXia3NHdhsggIySDsk5A/WNQeAiPENe9TDyPDB5q6S2T8gZYQGO8yxB5Ic6IRP2QUQ/a46EqVDdAzvklf+6rE0GRHodvqPgbC7WILi/xFMmQzc/P2Lx/X2Xc/vW/+ud2/vyS3b9/365eu6or/1kb1+Tf3Nh2/q3NbV8kl88s26c378oQuWYLS8s2M79kt+88NF7D3unIwJFBRvXfevMd+8a3vm0XLpzxt6RiaPjiqHxpJwrFooky4hyIt7MbJEEPUIA+Tf2axyh9oSHt7Q962P0ySA54D6NkKo1fFSnUUYGYAZ6H8uJWy4gU3sTwtE2PybgYW7K5ifN2fv5Fu7z8ks2OnbXD9rB/V2Nrj8OwK/a4+dDurt2wR+u3rT20bZPzQzIw+Dgf9Rq1ublF8bd8i/jh6orx5VHqs7u3Z3fv3bNPPv3ENjbWZeTx1sgxf5ETgwU9htL2LWxXyrxxMnY36KupqWlbXFr0x8PPnT1nr7zyir388sv+hlcMjc3NTb9PzpdSt7Z27NGjh3ZTBuLDh4/8rA87N6H81T5qJM41+S2cqi8wWNQyumL08UubJ8ghmt/7zEMZA4LeDUEKvjJd9uO4nyCUIDg9sXZjBYnHvfLj9PiRVdH7AItgyXsEUnqHQf4C6gXoBPIK6OZlZAoG8D41VPOoBkh9yN1QMjDIcJxWl66LJQVYZxi/voORDBG/JaMLFMY94496c4YCg4OnXWreCAM0DTsqpRzmh3JKBoEYlCfjOhs3kU50yXa9UhgOAE+xAexQAvDCx21OXzeYiKL5nHDjgrKGoR788kum5yfXWyPlhxM7NNEO5O1N4tFRDi5CPA/BqQwRkpCRY5B+JlD096nK4Q2Qyk/DuGEit8JcN2H/BS4p/Z64sgykfSoo8vYfck4lKgyD0xoiJZA+18yTC3Hd6/VGVuaJ/ALCZVKx4sLLo7vlrZkvxBDpA7198WRIJWdi4bIUc1tECw/faKDssU2vBVmL4uuvvmhLMkz49sudu7dlgDy2s8tLfrW9sDitK+41VyA8WfPp9dt27tx5+7P/+Bea2Ie2owWYj9Ptd/ZsaUkL5OG+3fz8jn3ta6/7kyz+mJv02Xvvf+A7KCgZdiDYQQlFEm8d3Fxf11jlSRSVLZWZbsh9lc+d0A4HuBm9FmF0DEnB5W3avKsSLYABI6pkZ5ksvoGJh0SHvFp60uamlm157rItTV+2M9NXbXJk1ndPGo0J225qwVf7PFx5qLKP+6HXuw94ydmwjU9N2bWrz9vMzGxlSFy+fNkPwjJe799/YLPivyfjhFtkw5RP+W9vbfuhVWqNUqaMIw2eygrFhh9F7Y8qjg6rnZfs+SvP2ddkmDynPptfWPSPB0Y+5i9cWt/YsAcPHsg4eWSrKytumDSbcdCP8Y2RQka+mPrYSO2QIIcoi8/RCgqeLnpAkIJexj9ZBuWI8GAoeEpm+Wvyk4UQ/0TeIn6gvwBvuwTHyiugm5eBJxjA+0VAyiGGeB89Mrjd4NW8S0l6XSDLw8VwyLdZuM0RxoLCbiwoD/3FkzSZJ27b5F2UEBVrVhg2tSES+aiNVFbi0BVZf+QyYPzjjSdvXJLzowfjAD5tHLTIJy5+vOUhkYYulRu7GVF31kw5DiHDPUQ7hLwA90sIblx8Sdv4HAuekd/4te/+E7wezJ6TYPz7mcKJSuANEJgbhv/RMEK1pCvjRPM4IdYqA8YHjbd68OfOBeAD6Pg6nsGXELnITHG9WF3lyp/L4KBosCqv3BJLqOmRJ53LQA7Rkqui5WwGQY7Hzsdf8Sc/V7jYGLVRw0ClgNBY5BSpwcUtAV/MtTi+/PJLtsjZAf/VAxaoy5wmxAlQ/yoZVTEy9MR3AbwpPgLJyXSV7YDtSNWet3wyOfe1APG2U16dPDw0YbyC+cLZWRkhZ914neMT/nKnpib9BWIs9Gurj+zcmSW/PbB05qwWvE1bmB7X4rdny2cWvB3v3H1gzz93ReOFbc8hLYgP/UT7iy++aD9+611bPnfB/uzPfyij5patbezY4vJ5e/vdDyXvnD/yGu8w4TAsOxuSMNywRytryoP3DLDbEPVjLNEv0lbqKY1fKRYOmGVAp9RNQJ1llIvPFQQM9KHHgfhImxZlIYt1Y1gL/NiszU0s2fzEGVuaumjn56/KSDlvowcaC50hGV63bWVty1Y3tu3R2o7duH1fBsu+Tc7N26jKOy33zMKsnZcBx47I5uaWxuuB2nTGy8BW8fgk70ho2IbiJmVsUHY+bS5rRf2jeap/DdVhJH0Lw2sypPJNjNmCDJFz58+p/c/axcuX/BFibuuw48QuzcZmGDobm5u2urZm92Wg3Ll71x9NRnmPjo4rL7U7baeGIW+UaWq5rp83VoJos24IUjdPL603nnDexT0RlvyemnDP3EtuL1SLgk+ulNoXJMaCwh7fx58x0ZyOnITEBvSjDQZYs+ck/E+Csv6V3z2hdf0CqmRKgF7LWAKhoKU4Ge7BUvODrAvc5uBdHxgO3GaBkTUl95nvFIgH44IdvNLICMMi2hN5YcDEq+DD2Ij5SvtwKwdaeZYEg4J0w5LJ7d/8YjHKi9/Ten+pWMIoC/OKviUu5KDW4w3IQmYYEeJQDiJF2XzcKR2ATJEEyKI8GB3UN4wYBMdFD+mD5oYISRyQf2I4FfMXCtEMJwNvANwI8N+h9EUjBSXT82DyRk6DgcbOxkmXgkgdR+vDT8MHJnmFLPwlZBmKTZSnhehcBgEDMsrBIInYk4AXL/kdCDvGYKufwIn6wuvnG+QyyNjehp8tuVdeflELQZwR8YEpNwP1Tb7k/mxhRxfdXF1jIFBDr68W5igndcXVQsx7PjSJc/kZF4FDdvX5y64EhkcObWNjxRYXtUhP8zKjltphzvk4pMrH6rhVw2K+KiNiaXHJD8c+1BU6ty64d/ybv/UbHp6emrIbn/Op/pau4HmU9ZEtyRhaW13XArpj47rS55FZ0szPzthes6m8N10O79vg9ogrI5XPe0ydQM0AFE9ec3zsJb87aUxm1L8c7Zgh87LYgf7+kNGG7+zw1tRLly7b7NyM5gtvaGXeDFlzb9fWtejfvX3HHtx/YC0ZUa3OoePUzLxduPycTU1M+I5RY2zMlTPvL5lUW/DIMTtVw8rDDSfjHSPUjAWTcmqcEWY++g5XlJb5ijHJ4WDamls67MhcErJLw0IBMG8Atqw5cHvv3n1/QzCGJqLczlM+rkSF3jbJ706CoHdDkGp61bZd0B1POBuXgwE5la8UIQidFb4URbgHvSz8lJf/Ms3pAbUfOv+7Icc7Fv4K+tF6gHQZKm9K90zgQz7GvSuoBEE+neaF13VicsNXO0CQQ9+HwRDGRexuoD/qBRvdgbHC7gjnMjg3wnmnbGz4+FYDuBzOjciNXQ/NbwwLb51Yo5DtxopcX7OEFMbPnaS43MbBrzIwvmhjITRssjAeBIlOffhEhYc16+KWC3HkUctz2dSPfAWE/YkegccrLemQw3lGdEaaVH81DZHTQG54gIavB0yiF9WANwezP8KZysCKAQZmyJ2eOwM300KKeBO/F6GPjCqLpwYJUN5stXV8RwTZ6vAii+PAyxbeAAVIXxsiuZAxuJwfulw3RKSvORTF0xWvvPySzc/PebVok1Ju3SfPXOkvBH7wlx/6uzGmJrS4qT5DIxNayFlUpUD8jaVRTr6jE4/Heqiqh9eO3Qoh50vOnV2yudkxm56YsqkpPpkfNV2Yn7e9nV3/eBzfhFlcWLLrN27ahQuX7MbNG3b+3DktvHtuwHHb4OyZM8qvY1euPucftVtYXvLHjO/cveNnWD7XYs65Ct6gODszozE3Yrfv3LO5+WV7970PZcjMSKnt2917dzw+xmOUOHkSeE8GUqceDCfqW/ddgohUGZLy4adxwiFVDA8eXZ6fnbTzZxZtcX7GlmSUnVtasrNLy36b5vHqpj9GvSKDiheara5tuRHAobnp2XmbXxSfDC6eODqzNOeK+pCta+XJV45Rhv7hQv1QkCy8HpIC9Hnoyl6oTvDbOFLm1UIgOsYe43RhYUHuvH+jx5W5BjMGyZUrz2uMx25Q6Ez/F+ndn6D0lvQEQarpfduyT3w/Wd0AT+UrRQgivT/Km7CUmzFxhp+2cRdKDZnPOcuIBHV8t7+CHnn9oFtG7Tku3bNCqZtOAq7zUHYZFFZBwy9wefAIub2Sx5PvWohWGYfuoluDZ1/jGgOE27P543ixpkQW8UhvsesBKp584COOcR7GSox7CvMkQ8TnLW0szLRnMkQElMldhb0MgnCRFTLxxx90b5OI6MW/LhALaKD3CohT+WukA+n8o8hLW4TwpTZUI1Xo8sXn6eXPCNBRDAS25RzVIa4wQdoaJviL/NxQydhdREdS5V8NKbIH6EvIyD0NUCd/tFSut52Lz+Wpy9sLPpgxRorBmN3esYW3pPfDEvrFk08v5onQC2Kv0snn5cS/2x6yDz66IdKYZtyo3bz9wH7wpz8yjovGI25i1+Q8GBIl9UnIID1+8mOXjK1XhdUu3DIYkhHBbQTl6G3G+ZMrVy/Z7/7u37bf/u3f9vMM165dsT/8w3/jBsz0NE920MB8xRLFIbEHHbVz2z9wNTc3azvNXVtcOmPPPX/Vd0TyC4mYz+TBi7/GxqZkkDyyzZ22tSSu2WY/B6NK5VAZQakqhePMCKfmlXGgoGrH1FZBTUA95PiCXyBNVPFDU3puJfGa+1HV6aCzZw2VcWZyXDgh42Tarly+aN/51jfte9/5ln37G1+3+ZlpG6PO6oONnaZ98Ml1+4sf/8T+8s13bGVj2zb3RN9VfWQQttXm+6MSKGPHz9NQXpVCQc0xV3cqAztUGB88eRNP4MDHd3V4Pwy7Ixhy7LLg55YQBglnTTBKMOhzO9CxPu7TnABiPqT5cQoIeZH+SfCk6LKt+2H0ofLRX9lPAO7RNB7lfZvTl/EVFF4SHYnvgjq+5KBeud2q+B48Dk7H282fMbdHDtPcuVxHUHFdOi/zZ3S+cEsg7NkISauc5NbnRtjVyDJjzuDGLgnrBa98h04uUU7JSXlkeQh3g5ySKK7aeSGVxms2pHM+uJ4WYS4zx5Eil1n1UzldNjSPIW/k4VN8KgduLhPygl63R0Yg3MjT/Z6/xqrHfgUng6JRu5FmDywnfXRmMi4yrwt6MtTGDGmTEVQg23wZeaoAxBrOA4x8Mni5fPA8Oee+sSL2oz9Jkufj4zsG9c8MyD9jH/AoX3iHbHZu2lZXtqzNV2z3h+xH73xo1pi0pvz71pCrq5OhcTtIip06ctWSgY0i7qOCAVLiWixjZwDUlYgjfhk2By0tck25bbtw4az93b/7d+wb33hDi+WIXbt6xd1zZ5atISU1NT5tt67flnFDWrM5Xb1zK4YP1WGE8B6AGFcoD40Z9T8v/JqZX7D1rS3b2WvZ7PySvf/xdfuPP3zTtvc6qqPZ1iZPj0zYo4drdvPmbSm7MJj4hbFV9LIai/70Pi3QF/+MVbzaA6MIv6sXtyzkGxXyY27IDJJRNyJDrTHcVozKODlsr79y1V596Xl7/eUX5H/RXpSh9tLV5+3qcxdse33V3v/kE/vo+k378MYd+/jOA/v03qrdfrxpq7yYTpmOjE3a0OiY8uc2EI8Gs6DGDogbJU6vkfcwoLS5CgV5rBIXIwV/LADAk0b8lwe04JcF3l+4Cb0/vf/CHYiJF3QdV46BjJnXmY8C9MzzM4dUhuN62OcELnMNTHOk25/0bKbjF6DLU8sJaj5fvIuMcxrGpjweV+7Ae5reuSlgTXBjQ/4c17Vz381+SpCM5HtWCDn9pY38RvnUzKnGxc/BIHpqGDxJKigYjq8pnR1IM1eoReHJGREXWHY3SQIjbT2xA/1qRYsi6KkSnatb+fyQnwMrpMuu5QwCYnK5gRi//k8TRjLwujwg3IpXGLdmmChhjL322qv+Yqpc5n4QOwnHAWkzFoDMXrmJ5nl6sOBxmlML1ATQYn/n0ZadXT5vW+vrvuOw2Tyw6ZlFu3zpjP3gP/y5vfnjj21nZ8fOX1yylUcrqp8MhKnpbgWDlQD64puoNJr7ynrSqlJEQhQOj+nG/WMWSw6dxRXS1FQckjyzvGDnzi/7kzeNsRFdtY/b9c+u22effW57vExseVEiD3xHhV2Uja0du3Xnvr+p9MbnN1zWnAyRDz/62H711/6m/eEf/Tubm5u3d955z+7eu++PwXK2hHeBjDRkLKROzX3Gf2pDnxJwKm2Z2zUB4ZIntz1nOehnN8IwQ0RLURq/uPqndooxFEqbnRO1QuyeTI3LSJmwyxfPqz/m/TYPn0DniZo93ra617aHK3zVd80ePHrsT8EMy5jgwFK8NA25qbw53xT2OSSXK9CKJgQwNFdWVuzq1asqXhwQ9tlGXbKgEopwllFCkIJexnfz9tLr8vRCzJ2Iq3gjEP4IBCYaLrz+y/6EjOk6Dj/sdXyNGqfJr39IPYpFfF9I8c5TQHe4GoguswZCpI1QQNAGYwnd9JSLj8EnASM0dggyn8Kk8bGLP0RkQwA3DA12hzHGY5eY9kNPMveZmxi+zH93/Yka9AB9G7opfwQPXnb+MDrCuI7yI6fDLZ1RXSxJDxAmHr7gl9Gv9ABpkE3ZvCz65X6HRn4UOcrJaA8+alT1OWlS+QhieGZ5NZ2IcGOcBl/2h3z5yUvlhW/k1/+mDJGQ3wUh5AnIrw/95xk4tKdCel1ZU5+I8CckTV+eflikOxLuwardEx5tQ4VR3ixkCMuMRYZl28dgiHuNDEDPJ1nKiGWQBTAQwpd5wl8/ycNkIZKwGyL6SaQL8jSpLHHlC7LVzw5CDGjOiHArQSM4eDIb3qofIBwDKY1jgj4kh4E05ePtmvPD6+XySLt9b81efPl5++Dj6/4K8V/+3ndsc3XFzp+b9nMWi2eX7dGjTRkri/bP/vhdLaoj9uO3P7Ul0Xd3tu369cdaEA9teZ4Pwo3Z3k5Hi7qW4NFx37EII0UKZOhAbSkj0Z9OCWOkenSYRo1/FVBGXkZGGvw+0Q+G7cKF87a8PGdXnr9o4zJceBcKX+5sH0hpSfm8+/Zb9q1vvW6rjx7Z5tqmn3P45KPPXDy3is6eO69yjajMezYxMWOrq1v24MFj/0Ddf/jBj/xpkqERvsA7Zqtr65I95eVkYc8vRsp9SIkZP65c+B3GeKVpD6UM0Tc+ppyfSlEPnnCRcnZlVG8RM0CzwgtlVfjTb7whw2R6yi6o7cH5mUkPT06wgzHkb8R9JGPx9sNVe6S68xj1rgyWlujeFeLJt2hiCaGgKp4vFl5ARw7Jrqw8tuefv+LjhPIyjontB15uXGGUlDTEBIQ/CF7fBKU/xwNBl5yu+BpoY+dXG6bcxBs0ysn8dDe3neoXi060q6dN6OlS2jI/FjUPZ5rcSBo04vqh/j0xHtS/I1jTySPlU0CkPUKuaINQ/50PqGiJ5DKr+Cw/laUHcvnCIPFhoyGb/HKTt/JjRGjwx+14pfNvxnj6Az/rhOHBIWr0NeeXoOPSTzxN54/0Kg08hHGRBR9uppEZZYs3rSpj8ldd/MkY0TkvRd3C2AgDCJcyZvA45Zd1ImMCWsxDGGLeyuPzzEF6LRtFXW2m7ODxVcWzRm6sTZQDPh+LhBh3xMH7Ffz0gM71Wy5CLGFOSoMxeAMrYEylX/RaoHe6OtoXgwJQ+EdkfMFQl5M61PmRY3b5x4T7qwLDh3s22cCQmLQl4fgIxsKhjU/N2Y/fet+3/IfHJjSxGjavBe8br1+xb339FX8d/Mzsgr32rW/ax3fu285+w9587zP7p//y39o//1d/ap9e/1xyGv5kiB1K8bBI8zVdPlTF7QoZbsP+ajEt2CzIdHMvyvCI2zygJr0UAsoqH6rkCRneUgocSg47HH/vP/l7MjiGdTX/nC2fmbeF2Umbn53yA6Ovfu0FGSeP7eUXX/TDs5zEv3vnrr3wwgsaQEM2Oz9j3/72L9mtW3f9Q4C3bj2yDz78VEbOkP3rP/xj29ptq8HGpeQmZCRRQBQWiOKRsvOSBKDEeHqHWjJUMyojR7hLJTYIUVrVuAcJCOS16fFxu7A4Z1cvnLVXrz1v3371Zfvlb71h3/ulb6ovp213e81WVx7Zg3u37c7tz+3jjz+zDz742Ou3vbUr5RtP0vjtGC0O+bzINB/ho/xS2jm/rjL04M8lPLFcRdlxncK/o3XCx3x2YwtMNHyZt8TMe1rsklv5a/zyoRy9TwZ0XRcoiPbr0oVCxo9fFKYwkMO4fns98eQ4gHjaMoeBnB7I8kpaN9TxgzAD+fx0YFBZuTXDjshTwYDCU6kvCsmjH73EvtCHzzFFd0EM+yf9+PuiwCcrPwwJLEG5KLwK6KsqvyJjBk/lPTqYnFeye5+aCQiXJSF58j+HWq4mQkrnjhDXF5nkZrnuFPIIa0757aFR1enVV79W3Zrxtu8L3roBma8XSxhE7weDeBPNqcm9dOG8lsq2zc1M2+LClK66+Q7Njp09u6DF6741GiO2s7VpF88s2Z179+3lF85aS8bE7t6h3bxz2z65fsser+3aGRkBqyur9tu//VtazCbs0eqmrgRG7UMtfnfuP7Cp6VlbWd+yxyu8t2LXpmcXbWevaaNjU2pCtv/jatXbmLLh51e1NR71rbsRH1csUUf2o7hy4WwJCz63dy6cO2eH+227eOGi3b59U33U1GI75k/cNJu7Xmeu3A40Zp577qJ/+n9pednu3Lln65tbtrR0zlbX19zg4XDszOy8vfWTt/3pHF67zvmS5h4fDlyIhV1XaNgNPObMzsPnt+7Y2jqPFMt44bS/yqUiOvocoNyUP9WXsNeJX0WLn1tmiT/TOdzru36KZieONoodvgP1Je9+WVLdz/rhU3h434q/Yru559/C4fbLxvqqTU1O+eO9GHfIZoG4e/eOXbp0yedo5BkLcpV/gSV0BVOg5Bnkl3Sh5Hld/X/lx1eCap48wRfe5HNHdMLxF5jjPS7CNcY46q5flKcLC97QYTVv9h9Jc0KsZYGidIWF4uoLwXwUM+Dtobkvh+XGyMrgCZKDW/NVgF8T0+cqfxXG7GRnwt+OzC5Iqd8F8HC7hTHGeMMlnIG6YoBkHlzSlHMdPzTSl3HZjx73HRW5+dxOjsuuG/iCSqbPHyD0CnzE5ZZ3GrFK57siCkATIfgqOeFnvcnxgL+nCRph+PmxSyK/GyJZyHHYDb3hAKhfFPIP1wsewSPYFygvTg+i/HrBOUumfvhFgvek/ryM7qnal18M4wz9M+/mycBOiwaYOpv72/IKcvpwgwYQLmSkCDc2PMgEyy5yYxBXtjnh7AX5p3z9i4yqB4P0tRMZIpQk4qL+hGssYRC9Hwzi7aVXrhYuDk/yuvYxGSFjjWGbnZ7W1fyOPXf+shbuIZubHrepsRF78HjFXrhy3rZ2WtaWMfLee+/Y7/zO79ra4zU7Mztle80tu3jpjDVbTXu8vmvNdsdufH5bMqb8S5erMkTYomy1R+zHb75nDx49VBqzc+cW7YMPP7a9VtvmF5f8cVXalHbhNe28kZF2HZG+YjdNrdxVD/jcqOVMhsJ+WyT30hBbvg07c5Yv6k77LbOpmUm7cP6Mny25dPGSFF9bRtQD1aktA+Osv32UscSr+jlQu7i0IKPjhj9RwptlL8iwke1i+21e2mR2794Du3/vke3u7ohX/e75DtnHH38qGa/Y2ETDlTO3/FCMlNpdHzxR/jAolFLjCyeEhOv0Ysz6aHEeXBRk2pHxsYmy45wUvgAU9vT0jIy/GX86hrGJy9t/uZ/Ol4VdaSZgAbh3766dP39e4pMUGT2e3TFYQRHoXrRrLCFotZsLX4ULoKfDo7jwOV94PBDpyNenZYSDXvAKwojwqPiXMIySLpIwycSN5A4hv5f3dNhN6A0Pxmw84df/rnIBmdZFz2lCefnQ8tHldHc8vkLiEuQw/OjFiAyOCMZY5tYJBMaV5yXAJQ00jI3SzfFgpsHL2M2Qadk4IS7zdslW/vBwAzj6N9LlfJxfeojbPDEfa6Oi5KNa6AGft3IJU78cH7KjzKDTkO1+0eTPsxDDSBH6Uzw/3BRfGSKnh6dJc3rw6py2fFQ2eUt4oiHyU4L+RkQNJzFEBgEpWeQ6viMCJacPN2gA4aPlgBI7InI18BiQhCtDRAsOseWhVcJ50DHvfIlU8I3XXpWin464gf3nwzF8p+3jLxS8VirJiFvzXMm4xW8tGSeTNjJuvnPAuyueu3rZxjFaRiZksBzYheV5e+tHb1m7tWMvXr1kDx8/4HWf9ujxjtdtrDFib7zxquRpckskb1o9e3ZOC/pZv0f8N//mr9jbb79ru3s79vDRuq7Sd2x8csauX7/tLzPjw21z82fshz/8ib/Ii9fJe5undusC7zpNdu+fbDaqj3wnQYpDBeBV6CipialxKarg4CkdvrEzJWPr/PmzPn7Gxxoyjpbt3XffVtk2tXBzTsTs4YN79tJLL9k7P/mJNcYb/r2YVnPP38XBzspLL12zERlz5MgZk8+uf26zcwvyj9jW9o6/0ZSXnWHE+TsRvJ1VSikkf7eKDIOox1HI48xrH8k8xBEbd/U/X7RgfDlVfzRHPqfEk0UsEmHUCeXOMk6TYmWSoJw5U3L79i03RODNiy9cuCdBoA57qKL1gypNKneGOn0NURI8zp28yYfjaeTBpX3KsEcnXkHEFX5coS9WHteDKb5v3DNgNigCTy7/qSCnc30nfxpzp5KW03qi5Ka2JgoDAeM7tyM6NLt5J4Q4whlIQxxzMO+IlIYI6fMuSY4rDRH8bqTox5hGj/s5jpQP/LjBjxGAWoj5Cg1Av+fdEWQGPblUM9G81PITVqLKzTsiMMe8IlEaT/xK48Vl0vcIexogoy8LE1DoKtzLk9APZPUgyUL5dGMJuSHg/UKB3nkSJmDsMUhrDBrqtMb+QLvkXy9kQ6IEzzrR+R9GRuQHvXYTj+KdmEAxblnnH37yyRws4ZFEi4vcYV19a4RFu3s8ceIv8jgJeO28jxKWUNL7YdmOKktgGV+A07Qqi8XNkZExnyAjMkL4PBwv8/GrdS3iDT+OO2QTE8N+9uLqlcv2u7/zN4Tf0UIuA+yNV6y1x46UWqm9bZfOLtoHb79pKw/u27IWa6Yv03F0uK3MduxwvyV/xx7LANESbZu7bfv40xsqy7AW9ZdtVIv22samUh0ab2IdHuZKX8XlakYNvLXdstY+SoYDYVJKijvQyszB7ANVi/egfH7ngYwGPkbX4t6ZjfJitrbqo06LnQMMVw7AsWvBFuqQ32ZanJ+17//qL9svff3rxsO949KHr7x41e7fuSVz5zBez768YF97+UW7KAPm5ZdetI8+/ljyGn7YlfeTcNB2d29XQpXnUMNu3121u/fW7Cfvvm+fXL9h7314w/7ih2+Ld8TfrCo16o/fahC5waQCK2eVVeOG8yYc0uNdIT53UWxy6VqUX+g06oRi462rHPwbFeKKDwWoHwqxRFEqpE0Zy3yXRtK0IIRB4z/SUzbJywfwajyqh7KO8bIqfQ05nGQKKWP2e5r8I+xpxF3Fq6IlwE/lE5COEAZIfgoqg5dF6HMyCPy5G/6QRbuIUKHnCz3zlPy9SJtmPC6+QEUWSPiE6LUFKWv4vT99AaavEp9jkp+h9Of6VmUYgM4afnf44U+uaxE5+SAnOg83GxmlHsx+jIpeF/6ODBIQf47DD+a0WU7OK8JCDWSniRcC4wGXPmSQS4rPMUY4URxEZ/z7LSX8UENcyGM+ulvkmzDLUKVVTuITn/KWOSRdQ3kTr89rIOT4nNX/RDweqFSFhL8E7AIRMq3kyejQJ4LK9sMaYPxygM570q+Gksqvt4zAgHIWdT0CaYB0AQMik91TIkB8gU5hwNRhAF9F56cB5fEMah/ETBBxVApCaYr0TwP9qllWvx/m/0DQyl8Z2wtRUsrMGI8XgzCBpdYY81rccVnwqRXK0w0/Id83GR2dsK3NXbt84YqNyDDgTa1LC1P2N3/1u/bqK9f8zaLnzy75J+n52B5PmTKFh2QMTE9P2ytfe9l+93d/277xjdcl78AmGsMyeGTdqBzzCzwl85wW45ZfxbfbLf8S7gcffWJ/8qd/bhs7ezJgbtq9+4/8TaUyN7S4S7zKdff2Y+URV0kom8frG6rHmModJ/TzskSV0VbZjcdW1cdSTJPjDbtw4Zzv8Lz4wvP2m7/xfVuYm7EXrj2vOq/b3s6O/cVf/Ee/J/6ejAy+30Nb8dE53okyOT5uH374od28/rltb+3Y3MysvfrqqzLuGvaNb3/Hrn9+y9794GN78HjN/uzPf2Q3P79rI7zLpXUolFL23SrVgfGlPy8iBRVmnYRfmXokC2cs7sSVC2gsUjD5PXLRqH1OH4aJ/M4Riwe+GkK+O8iqMMsvUGXpR68ECCuau+6U0SkcgRwfmNIW7B6R/bmNcHMiwn2Q/7U/uS7fnUgqrNvwKJaQ2Ct5vVDGD8aT/zJ4qCxX31/Id2Cey6nCKZBpJQK1v0dO5SlBPIkeY4jsGGlHIYy+gJInGxsYIBmzEVL6Xcf2IAPAXZXBXRebXEfiI23EMNZF80iig9cpzhs6Hsh5AjmF8+RwREF0jLaKWMccL4hUagP//xX89Yc0IDNm8KFR0ANZfBgwKczAY9DL74Ox4gt0KfiTLPxxa+OvB5TKDWWcMf/QOBF/aOPjI/bpJ+9rATZ7/Wsv6jKjKaNi3xbnppWmY89fPm8LCzM2OdGwF1+8qrZq28svXbOXr122u59/Ym/+8M9sd2tNE5M3Ku4rLW3ckfHBuQUptOExuWYNXVlxGHR8asbGpxdsbadlO7tNf4/Ij998R8ZI095+5yN7550PbWN9S3JGfaeqdThsN+4/tk8/u2UffPCpZGOggBhY9OBRiJ2VtGCrHOxySD0qtG989C+ezlmw3/nt37Jf+s63jNdT814ExgVnSj786ANbW1vxx4wvXTrj9To86MiYatqs0nPIlMW80zm0TvvQrly5Zuub217GG7fu2wef3FD+I/bu+x/aJh8G0tiKkmI05bZPyK+XVqD+Ff2FqNpIwQVqw0KGJm0+AGCvMcusUVS5vXzkWY+h44Ay9OPtzicAn9OyAZRc/UvhbnXvNI9PhF5IacHM22V0kVAuWO5sVAjvaejPiqksjqeFY9IMivU8nwDEoxOzG/pSY0DlzeDGr+J7eUoXzAZA3iEB84sVs6GS/ST1dBgXnj4uEiu/u0L92KEojRJ5kqPYlEYhpwWktBVmeVlGyXsyGPnN7/9y38Oqx0I5IE+T7hhAQiUvSAPB44u8T46e3EGhip4kPhOU+ZwOTs4fnX0UoDPJeRyYeuWBErUk3tkEHnIf/zMfNoZf4Qt80DpqYIsEWeOeISg/29e4Nd3Twq8FY6wxaq+9+oo/tUE7iN1z7AVvpz4x/doOStWuRXymlWlcaqYV9BLKdP1Q/+o8cTMWgZpf/uEDLfT7MkRGfVFeWpw1f817ShMYV9hqES0s8cVMGnhmZsp3Gi5dPGuXLpyz6clxW15esDHFN5tbMmrEZwd25w5f6z20rc09f3fGgwcrNjOvNM9dtc2NbWvtrtvzzz/nj55y2BT39ddfswf378lY4HBp2/aHZuzHb39m1t6z78hoGBoetb09vvqZPykeV1vcZ6a8PgZUYm4R7e+32EL19x5QL39PgacJRSt15Av3sowP5DA4OPNx/ux5HwuL8/NueEyojTjINzc7bbvNPZubm/N3duzs7NrZc2dlpPHOEr6bc8e+873vOU+r01R+Y7Ywr3al3bxUlAI3gDJUIG+Od6ScTiMu9RnIYp04mTvwMrZ5e+29+3f9EedxWZXez3Qa+Xn6XiT9UbqoR9DpKdjL34tugPTl7da/GXI4FjcZMbjZMCniQf1z+RU9LY4hu1tW0J2zpqv/SyMpYlM6d5P/CBa8x6B3X/wbDD4GA6q0RX5Or/zRf/pX8ZEiQvgGQ04XYz4XTf+dRoA8El8Cv4AT8qQW8wqXsB8klZvbFpmZxu2bPAdzHDKzW/LkvDBO4IfmcX7Ojb7nVgn8uthIeaSSc3o0xaVbSJrr+IE8djBSMNbR+TRO+Emvuiqe2RdPq0UcaXI5c9myKw6XGxDjqpKbqF/BV3AEwuiIBcWtZg9jdMRAZsBVGASfJDFQf5FA0+iwIeQkhb8hRMjkY5IpThgv8GJyyq/WclQ7VS4TXos3t0I4aElqdiJ4idr83LRdunzWrly5aKurj2xOizGLAIeBeT/GB+++ZY2htq6OdlUGKTDFcZaCTkEBcciVlx2hNkzGCLd0Xn3jFX/U+s033/Gdh/c/+Mw++ey2f1Rvb7dlW1sctuV+9pD9xQ/fsvc++NhGRnlpmgwozgCJXiucEeXd8a8Lu2L1nRVQzO5qfEhR8tKx5aV5O39u2V5+8apNSClfOHtOcTyps2QXzi1aY1gyeI+L6jE9OW2PHj62XZUXA2V7t+kvKCuHV1Z4pdJzpAWD5P5YZKER707F52wVvaahWBnrTvPFnH6MONx+UMk4IYrbMaQlv8clpV3wdCH0JMN3AxJmWu2KvUxT+Pk5LaH/PE+CBS39iHB68pfg5UhYxz87Iq6U3R+jrfDXaZ8CyoF1GuhJdhL9l+cO0Osyh8AynP1ALz+APHQvhghGCReF+DFIoGeMOC4YOHtVyFCR0eLIofixS+LEPkCbhy/4A3MaT1bQS/Q0SWhJZ3Z+BV/BUWCAcDWsMeOGB38eDsMkDkDxx78IM6AY5DHg6knyiwHUmYnNpOIqQovpsNrIH+nAlXGBH1qlLAusFm+1ISgSoWEbt/GxSRtV2jPn5uxrrz1vC4tTMiLaNjM7bq9+7Yp9++sv2fOXFu3b3/y2zc8v+Gf4lxbO2MMHj+3Tj2/a2uqeFnuMo0PFmV27es7eeedNKam2ra2t263P7wnv2+VLV+3hwxX7yVvvytgYl7Ji9+PQZmcX7Pbt+0rNrYpDa4xNVOXWdY0rtc8/v2V/8Rc/lJ0jQ0L9718xpvz45WqAaCDty75oJ+RFbtE846MjtiCj6uUXn7elxRmbnZqyi+cv2Ndf/4Z9+P4ndvfOfdVh3Xb3mv6mVw6HRv6RB8rUMSnsCvllGnm5MZH5a16IsfMQiNHhi4FfMaYrS345LXJcYg314tFThmOQMsVTOaRPfo+L4viOQ6J3IXTnEyr/jF00/cPn5U1pjvjluh9+D4cMPJmGJ6dz2dmv+ApSGk+X478IpK8L2f2w9tbpnHBaeJo0wCmTVYuv+hyXcgNefmE9liKcMfOW/uyid93wEGZjg4sDnsyr4/LB10NrZ4MkIXJCv5eouIS9oOgEmde97q9pNSbOkFXGkUjYZYiUBcsVHogpTS/05f05xrIiHuyJPy2WwJWio5YATe9j8OlAuVYd2wVVsCwT/coE6O5fl1KU3cdAkucDhQEqGm6F/ImHrXgNcwUZNyROE0MUrrjh4ekMvz/Tg2SRB2QJmVaiy0uYF2qwhKo+5J/iPSsppniKBNTC2YP9+oN2zfJK1L8jSB7KJWXGeQuWfPX5ISh57jIOuN0RrxdXJyit/lA4+Cv+ET/4eig7ZuXRqt3n+zedHdvZkyJpt2xiZMYOWxyOVbqRIRsb00LeiBxHR1WWg6YtLEzauQuz9uu//l31yaa99NKCNQ93rMMBVfEtT4/ay9desuuf3PCXfv3u7/6a/d7v/Y5NTY7a2s6BjUjozJR4ZUyt77ZseGJaxs+SP6HzR3/071X0hv34x2/aSGPKbt1TGVd2rS2D6Tu//Gu2vtW0u/dXvQ15EunG7Yfx9d+RjrU0QFoyiCgti8XBgYwRjDT1r4gySvjWDbstDTcC2m2V/dple+7CBVueW7Bvvfq8vXjlgoSpceg3DuDSh8oNZBTxtAptW/UZfenzsN6xUsIon7viET/jw/vB08d48f5K/G5g+C/6KmTSn4HsHGXMckuMcgTmhQasebqBsrMj4/X0MjB+aqyAOkqOl91RsjIqLuqBLCF5ulxRQP280VyMh+SmMiae6BvNYeKckX+ITzIyFr/oiMEYso7+esvGL/6O+eU0KT0Q9KPtza3I0MnhjyegaGM5njbS90LECWiLKo8EtFEBVbzc7EenZuD8VEnHj44Dsr7L8ZSZsJddtHwbJYeBLl789L0A48OfNpMxcig/99j3221/eSGHyg/byocnXFodf6pFkXJJI153VTYhM9b1OrypfOhgfk6XQwvigmG3qHwap4dSwj4nePsydSWVgqwaLgNmyYgeSECFMn4Ff4XBx0cMGPxPCz7Q3BOy/Mcg1ODJA9J/GkjZgM30mCiR/BcanqIRcvvx2vHPPrllnVbDrn92XzFjmsRqY+Y1C6CmLz9lYtIrfjuG7DADXXlIzssvvWCvvPyi9ApP20Br29Wrl+3SpfP+npAXXrhib/3kx/ajH/+l0kq2FBAfessfTlxdeWzN7Q1rt/bs4cMH0i8NOxgeMU6L8I4T3rcRinzIfvAf/tTWNjbsJ+++Z+sbWzImGvbZjZt298FDjY1RP9PySMYVBsQ+r64fGk9+GT+jIzIKpSCF8Rl/7qcPS2kP2cULZ1SVtvxjPvaedmB52+hfreNwVfaC5lfUTg9lz/iOtCkeulAecSEhYZCCp88v+JO/gCemq2iKd95E68G8gFflKtxAglHPjE6nrmBJ97C8qnumOT23E7+CnrGSdRKE/6iICvDW9J60fbBgduyV/0TQHPlpAeXKOjLvtOEHSkOlBNJkfZDDIBA6Nvy4EQ6/N2Iau6R3/ay5Q76Q2R3Bz25m7JbgV7zmfw4zL4mPMpMe3R7lz3IzeB7MTXgIa03INNyMLoM4fgU9apcgVzJX7ucDKMuXgSX0i++HJ4HT8p8UniSvOy4NE/9/LPRl0xio/jO20oBhssjNtGzs5MEWk0k0/SdlYvVwiSX0xvXG/5WE0AYpICj8BbXm8/jaz4KCUcFryScmxv2trOtre7a7qza2hrV0ZdJscSXFGQ6zlZV1W1nblvJAClfLoeDQXXyXpiHDAeRqZFS0EX9qpe27ITPTk/a97/ySffPrrymecxkNW1ycdwXP0y+b66v29Te+Zr/2N75rnXbTxsbHbH1rx5++4T0JU9PTfn5jSPlglMzPL9orX3vN5hYX/e2wvBZejo2MTcsouWNbO01rtg9sZ1eK8JBXwD9Q2kkZMNs2PCpDQ2WP3bhDGR6jtrw8bzOzfPdF9VG7+BVuaidHWi57I/hEcIUthJVbHE5L9AyuA/XzhUKF90U4IoIv/oKvHxaLZEbPM/lTasf+6ZSfwmBNj0Wn5lVYGG0R4qDHLkrkl91Io/qmcEXLpeilJbfkhxA8KU3my5hpjuWvpAcipCttwhp64pzyBOziLeqSsATiRXSfh3N85YZzBIo0g3h6sjoC+YApwPwkb9wc7oUyLpcz1wlaNk5w3S96RUv8GXI68kdDc3uGNwqjs7uMj04YIPjDeEl6XUUJIyTKk7ELoLmDG7+g12nggRA8NV3l7d9hPxfg5YoO/qIxg3LoG98f9e8Y6OU/KR4LA+R5dxZxdWcHLU+aUO6DIAYD7IC7OUC65HfR7sGvNAxUtvhYaQQ+cF1xUy4g5EbChCX0xmV8VlBxc3vw+2mCN11CALdUjPpX0aN8iUeLDXyZl1ZwpXK4pwV63/baO/56+Vu3H9udu6v2+e37trW5o/ghu//gsW3vtu399z5R2jHj6ZKhkVFrS6nwTZxW+9A6+0PWbLb967T+oidlilnjh2PdNXv8+JG8bRkvlIGT+G0ZKd+SEaN+7LTs0vmz9o2vv26ffPKRNWTR8PbVlUcP7OOPPvCt3VGl4dYf7znJr5ifGB+XUuPetCLZFm80bGdvz+49fGyffHrTbt99aJ9ev2Xvvv+p3bu/puqMqdzKf5jbSCrncEOKUa2hBbYao4iSx1FthKEQGOVmTkRbU55oz8BQ0vIEiqE7Xkgi54n2R/nCGnHZDZ7edPFzqUd+/GUQe4351+WnXkFTMIW7DZFqrPi4wSCJxSiPo8wjTxeWMrIxUxk5UbwaRMvosjLI77N0wFT1MlB+r0MfTHy9UPMU/tQe4EmgTlu3VyI6Rnul8kEjjX65zfyX/QU6Hw5hd/x/uEKfqx5zFGIcRWPhEkZXkjbGdE4fkOM6nU6XC2+JQHY9XumQgxGBC83ROaIcyI4kSYbL58IEgyQeB4bebrVDn0sW57642ISvMl5Eh88NFiFA+lweePL4yPORcuB3mscnv9y69oKq4MK/7lDV869/VU8Bz9AYGkwMKB+Iwl+EMfRlQ0xdXuHcsYmpYVtcnraOtez9jz629z/42B5qMW/I6EAPvPveR7awfN6fcPnXf/DH9mhlw27eumPjE9OSMqarMb6lMmE/+cn79uD+irWbLZZ5KQCpAC30+1I2F8+ft1deesGNh44rHCk0jBQpIQwPHr09f3bRvvHqS/Ybv/Id/zjglcuXbHlhzs6dWZQ77wdPH96/a51mU+MgnuCZn5mxP/jDf2sXL19WpQ5lfNz2MyYra+s2vzhrr73+ml299oKdv3DZ/uzPfmQ/+A9/aRtbTXv3AxknD1ZUFhlRMqiGdUXpV/wnHqeD+Rif5WKUlSYLFclo+9ARKPSk1Evl3ovISijCEfRfJavAnK7kdYx46huu4gqo8yY++3sx0uVFtlpsHbvjujHJJB/HIk5tUKfL8WV5CAX00k+DGfD2i+9C+BL2g37x3t3oKmBQwmNAWXv+tMWTIC/c8KIfs5sh+8u4bDQA0LJxAQ0382YewBd8xQHE6Z+7zBt3ve/iiTp/6yu/XPTKIzmSmW/jYAT5Y//ctlE4u9Aj3LODIsy3ZQZj1LXELkPkVEC5+6L+PQkHQR9e507+/NrkXjzVD/6E+SoCf4YyfhDW6XoUQPqdBGru/r8SSnq/nxqhRu9OUVU2XMB53BVL9qm8uGn4B63gGATUswQNoXA1kPw2jS9aXAnjKg5M8cHLtqD+Sw6vHqf/NHMQDJcwFj1NJ/kTJDkuryqnSHICj46JzNMLuc1ym2RA8hHsIxesy3A8evnkC3mBQH4tOPUu5WZ/Vi37aovnn7/siuO5y+fkdvx18K9+7ar96q981y5euqh2NH+M9zd+/Vftxq1bNr+0aH/rb/9tLd7Ddv3zh3bn3qr92V/8pb31zju2sb0t2cM2t3TGRmRsXL9111od9ZrKMtJoWLMVX/blFc18VXdrZ8eGRjl8i62ivpGPF6xRQm7tYKjMzkzJOFm2pYUZ++Vf+SWbn5v0t61icFDuSxfO2NkzC3ZmacYWZidsiAOq+v3Gr39fxo0U7KGutmReBR7aXqsp42TBPr1+0xpj47Z05oz9+M2f2M5Oy1ZXVkIRe3sVEM3nQBszTimzhzM6j3oeTD+IMX+L+cwv+aM/lCwN0SpO9XKF78SEPvdEBxWuMUV30Wrsmy7/UsbOpn++kCSseSMOrGjC0FGSnMPBWfDIn37E1XSw5ItwIoqz8PcrD3ElJN6TYJUerKCIJ58+WJVBmHm9oMkf5QMhBj23C/5Mq5MUcQmJczfTglKEgTAOAoKHMPn7Yis3Gw6lAZEh87Coky6HM/STQxjwfOVlzrErDY+XQC7v+cjpnC7D118iiOu7o7mcqewpHF7KgS7C4MhGieaqo2jcypFRErvjsTtywJzmQkZp/GyJ4sjfy8pfdpHvHp/TkWnOOENJ749e3qNI2idg/t8LvXzOJYG1/9mxLH9F41fQj8MqnWOihaDAfuDR6VfIGIgZ+sWBSXkFlhFpwvHLZXN+AX4GQCbxj3ACr0bF3B+irgVoALkTo8t90EacDT/kPDnhZWBCDj9GBy4U/rNIdob4xogm4+EIHL5IOnLq2uWJkXoqrLVOKRnKvTgAKEbGAlhsjiD0Sl6N3UKejC5D3lpe+L2xhV2yI4kj7UmYxX9hcUYTvy1D5JK/Fv3K5cv20tXLfoBzcnpCnNx62bV/+4f/yqamGlImoshI4F0hvGp+vz2kxXzZXn/9DfGpRYcbfqZkp7lvFy+/YHfur9m7739s/+xf/L7tNqVopEh+/NZbtrh4xmbnF+xwWIYICgxlpjLvtVp+hcWOCXVQ18jBhCCMstm3peV5G5tQ2VT+M8uLKtOB/dqvfNuW5mWkXLlsV5+7bA/u3bG52Ul/w+x//LMfeCuMN0b8dfDf+ubX7YWrz9uC8ufleOyq8Jn+xaUlL0cXeJvpn7dnIni4poN5IQr0Qgtj/sT4THTGFvMKftUz5EhysESy8PZg/MIXMpxS5akogRtR1aBwDv/BkNNV5fJf9sEiN2EFJA3Hsc6ZvMLHE1bk6yGq4tUJHkf9y+kiRfB104I3UuZ08h+HmfcEmMHDlYxunr5Y5cUv0wt/kgNkGgTo2SApaRUmXo9LLnQGGk78E4RSEkQ66MnxMIt/Bl+EBf0MCfzwYogAZZzLFWR9mo2VEnKcfJ45qYMD2SEnDBQMkThf5jt4AowQf5mZgj5WhPCHcYdEGRT8NL9BN0YwNrjt2k5P4Qh5QocdXHRWzVPvmGCw5NsyXlJ2TxSuW+gXFdQa3uDCpwXvYJ/s3VgC4p8hiy8VBparpJ+w7NGODPUamCCaYjIooB/Y6GHb3y/hRgjWswY2EI/XakJY23FY9NgfYMbAH+BKUkqcxz1/kYCFPa5ozJqtXU3ulgyHpn/d9x/+w79vv/TN1+zi+UUbH9UkP2jZ5vp9tXrTvxp87+5df6mYvxpe4Y3NbfvjP/mBbWxtqzFH7Td/62/ZBx996k/qNJstPyhLv21vb/v3aw6GRu3zO/e1OI/ZbksGpZ/hOA7qUcDr3NFz4KwMkO9895v26msv2UsvXLFvfeMNm5+ZtM9vfGrLi7P2/vtvqwy7qiuvfG/axYvn7dNPP5Y/XmedFfSTwA0PKdeY24TBNM9xE18vOA/p9EMxu3IWZOUsDg8D+Yr8CCKjD5bK/WgaMPMm2VU4sAucSXR+lYygOT3XnYWmix68XpacjjoVPFUcbkJFBOL0hYLnqbGE4+JPB4NGTB5KJxlTFRwpyunKRnu6Tkx54jKvWajr9q4h8wODDJiSxwGZGlP5zJ4ITmY8uDb2fid93KrJ4480I6N8DqLeKQF8TKRftba5SGlolclvz2TsvY0jgyTCR5Eyg1oPwtNViS8TovYnQv3vC7mBToslVPQil0G8NE3GfuDsCWHJGNLjl2mDwAdGKk/5Ow1k/sg7o/67XBz9VyT1qMKCgV1f0OuyyDZWgjxeGNS94PXICjCFAYwRhjDfiG1jPQ9PWscmJYv3ZhzaqAbmuK7mYyeExzm58mZ3RKh0bN8fDmkAy+Jm+y92WOrxm7FPkQKIyjzHQcF7HOpfSuTJavoAqNuyP3j7JSyBMHK5yvD1cQjDhKujli/0w7zkbEIGQqdtL169bH/je9+0c2dn7fzFMzYzO2Fnzy3aa6+/bJOTozY9My45LQlp28Q4Cy7burGFSn2yktjY2PS3rzb3ZPzs8RTMvF3/7I7duHGvUGZ1eSly5WcxhEcIL+A6zHdQ1JfqQ3q2Idrs1IQ9d/GC8JwbJmeWF2x+bkbpDm1uZspv96ysrvrVF7L7QeQX6GH/D3gpk1OUrZDT5eeneDdEhkei7EU6wo4KZ0w5pCwSr9PrH3+Mir7piCbsNCjidKK8Cap8hZBdRvI7etquJCFGTi8iO/uRwWIEIjMgFrAaPYn4syfSV/6a7LtWjt7GNb2Kpw0zT4GZwfMjbS9mAb2YwIOqAx4n53ghi2fIDTcDcr1NWXgTrYIifcb4pejk02wnoGjmZ6Yn/oRZH2QXGgs4eTPXcDvFoVQAF+zlJZwBWubJ6QD83H5BV8BDEYHyAtn5hd72YuAtzMjhl8cBad0vZD4Q5lF7lylydTtHAJuXRX43TlRW3PxYMPVj/lZ+Ibd1OCBbl+oJ4IXrwacFUp4UvzwopLs3cqQRM2YaSHVrfHJbdMWVE6gPdPGmH38VngZSmioZeQpzTWqAkkblKcAnW3jyPwcv8yDwdsRhcLL4cItF5oOM+qaMjx9+tmrv3G/bza2G3dzQVfvOiK20JzQwtdjK8kA1jA0d2pgWrCEl4nP3GCYa/UIMIoyRo1CVtQcG0X8W4GPsGYsjdeH/1RguyntCHvaUQjZXWAf+crKFuSlrjJrjwvy0zcoQ+Tu/85v2xmuv2EvXnrOx0UMt/nOuOF5//XW7+flN29nZsa3NTf9K7uTkpF/tbKyv2/379219fS3yS/9rGDQesJzAUDkxx+LqjjnCB/fiR1xcGcbH8IZsbn7OJiYm7PLlSzKExqNqfaCeRSpDKobPrTQPfTGKWKe7ISB0Zv5SGBK8roRdSXu054vbF4hw1L8uf4H9UldkeOqwl8O9Hgh6AV7uYOiGRCOde0s+ZGZUsKIXUMcrIseX6bwd00JFOLGUUNFymh7Uv4qnxCzX+frEA4PoAXW60u/hIB6BLh6Hbl8vhifKmAkR5wEHj0rRztcDMfYDiHf9mFyAOZjDOS7T+kFveiB8Sbb7BSLSf9UuSZIXacMNZlJHnBsuovtPaSHD5/Ojy008njrKnc+HZGME140TDBO5vmMiRY/fP3rnOT4BvIAnhtPw1nBcHodF9OnK0w/UYEmENx6KKjckLphpibGi98ESCNaYrPD8w1+g86ffqaBojFJeHnJYmhXUY7NroFK2DJmMkx/zxfEBpUF7oPxiYGkQ46Z8PF7+SMGVuSaLFpqpqUl7/Y3XtWiMKZzLJzlS7IRJud5p2B++fdveub1m7958aO9+/tA+uLth79/fss/XzN67s2mfPtq1Tx9s28b+uO0PT9qYLPZGY9zfjeG5U8iiHl1AocBTNu1xcBpx5Zg9AtEMJ4A+TIe9dSYcLRv+CFfAG1tFo690PRP9ze0w2QFSI36mh0du52bmROBFapPGh+W4ZbawsCgF0rHZ2SlbWXlki4tzGl+8vXVWxs1MyHpSPSvIZe5mrmsnOnOCseIlPYp+a0YJfO54xiSrJZTQ3ULIRLaLdzcDI7hLhryIbraa/sK2ifExm5gcl6JVnI/jOnHpdyMnxdf+yC/TM4oSiQQYO5me0+mfl7em43bXCB7n75FVlqNOf5TWS8/QFV+UTf/CT34p7OUqeCrMssDeuCK+F3K8/iXKaeEJ6dJ4CQ5GU9HnAqJL/XgcVDklT6SvZYS+hOBBX4R5oyouH55DR/MBvMyXP1jHrdG9vT03/NkpiK9YB7AjkeWQHpe03u9Cp42lOMlzUFuyq5fz9eEuMjtAnq+uTCgm7e6HWomTLJfLhYAPfNGSvDzGaL/YQYn+RzZrg4+HZLxT3tyf+RZnzLeQT17uYhj943/0vyP8VOCZ9ELSvi6UgqWCeG2fABTIXTCJjUqG/2mhLGNHwt16o7E8I/2jEaSReZwpGjkmA0tqBjoRoOnY6uoFF+X/e6BiRWb4opqJV0Svt5CnHyDnl4N5NGXIxRAtparigcpPWs9nSAO5pc4NsqeDRf+QnSFIKX+lw0rmlewcQoTGkxNhuXIbJYwMDoz6Y13+7nTaRSjvvssZtj222IZG7cyZJfvf/MN/4IuXWtrLRCtrqliHPlUea60x++//7KZttNVIdDgDXjLwjvjC6cUideUHDtpN0zS2S+eX7flLF+zl+WE/zDiuJKOHHRsd4pFTRLLAMllUyH3e/sk2oSaL9/GI8ohsm1pkk2jVLStfsTMuVEF/cqLiAMo2DDpjiTMvtCRU3n4avlSPHsjjiQT9xk3f/hXUftyj6YaPkrrAo5OMskblHOEqJvky6xGIg23qBfXFEVCafnXqzqOMr9vzNJBlxNNUqb2dlGXXeXh5+GNuqV9h5FAtOzy4DGTkEc9i0JahtbW5ZR99csOfBpqbn+4ybKhLxgq4TaYx97RQyuuSWwBjM0P2ey2puJIwV7Ic6lPJ1F8uWyWbuFSriiYo8+iCtCB5LpW3e2ZkKOVV4PkdhWouCHK6qk5PgHIMZf+gdGUefiHFGBC3/6fviRC9jAtSuCV088a4CT/5yJ/0J3k68lSJxlSr1fJdPYwLXGi0NQs0fgyPra0t/xL1+vq6DP5FN0jgBTIPH4CcmZmxZrPpceQF4neaLgLJg69ph+yO4qasudf03UQqQM0xgjrSffDRp+pgG5Nh01Y+I2MyTlSXkRFkYCBh/ITBAuCnrhgf/okF1dMNn9THh9LHtIl/cNONoOCFDxl8gBOX/vZxqcYbMOp+BsAgpCKpcCCkLxLUFFqAVGkNFvwNyR9To3lnyO/bRGosf4eCFq+MYZbQWDRuHGArkc+9j6nBwYbKnTHHx/YulYlJTB0d0w+iu3DI/yz17zd5nkLMM8FAZeagmqpiPoGYFQl8EovmmCexD9zAMJTEODqmTpuyO4+37E/f/MD+3z+4bv/dH39i//UffGj/tz+5Yf/DWxv2Lz5t2b/9dMPx3324bm8/GLLHhxetObJg+0PTwjE70CSjvxtDMkRkTXH4lSnZgKbJO6y8KWuoWk0sGRWMmmEZS8MylMAR92M8DVlLlk1nWAuZrAFuQZHmryMwJumXVquPEfJzAfTX04/4PP+4EuSihPnbC1n5l1hCNb9PgMwVEH8JFU+KHzSnPJX+UeZcbUpTpe+RexooZcRFYZSzQjKUeyIcBCfh+aKhT1ZHteaXA7Qb44VxhZvD2V/y0OfMNcKlmyGnyTTWLiDkEBd61fkqQ/KE4DLIw51TwZG7CennZ4OIK+K9XIxv5/yyIBXkJOA7FalwPlBOnvTEMC9r8dK5M3Z+ccGmZP2N0QZaXob8SlqGhl8dtbQwdZS/FFBCrpQz5seP6Pz83HQ5irPSAEfGtFgJRxu4hIWyJrEOQa8qnaJ0uVO66+//nhk0FJPvlJCzT6MxJox7nwiuNFNaqlOCVy8Tu2QRECoDdl0c1cZ+Cps293DHjcSmLJK9g2HrjExYZ6hl/PaG2rYtvpurK/benQf2l7c27Yefb9qfC3//J7fsv/+jt+y/+Xcf2n/9r9+y/+s//Y/23/z+O/bO5qxtz7xiG5Kz3Zi25oRwTFcdMlJa6osDdjYwVCR/1HZlqOy4obEvg+OAHRYhh2eHGT9Y/WIfVblGMGwO+u+G/FWHuv97OvbnALKiA08FMiZjLOZ0qEXk8K0btr+DCsQcCEL257AD8/gU2A+6eBLtSZC5Sm6XnWQ8LXSVI8QlTDTaWu5JEP5+UPL81KDorgrKPjwJnJZfkNst+4HS0GW8MZagofsIl24vZN48/liLsr8uXoxPN1QrIO8+7S0SvMGvAH89bIP6sQS/jehp6773saJ6gH4o2pG7EHEnYuS3fv1X/okz9mTQjwZker+4gIJet0a/andBl7weZgoK5HwJZ3+FXvPMo0oWcUSMjY3b7BTnC0Z9i2pJxsi5c2ftwvnzdumC8OIFO7e8bPOzszYx3rD5mWmbm54QTtrs5LhNT8hw8S0nDQzPSlamL5wMFO6fsV+CscI22oGfDvb6QxCPbyGzoGKhii86IjrFB5NkOi1fdejnf1U9RIdATipHV7xoyFTAw+RPpA/K3AeRNMnykstlwCgisUFjRwLwcLKm8xmRLCS+MFqn8byFHdUPmdPTU/bG66/5t0ooHfkRr9bxfSXeH9I6bNhbn69ay+dXlCfLH0ryu4A2VOpgiRzpC26xxDtFmKxEaWLLECCe8u0PYTjIlJC7pbyHO22bkRG4fThmn97bsrff+9zevLliP/rogf3ww/t2Y6VtW0OL9mhnyO5t7NuDjY5t7qkdZKg0JheSYcTVBxmr/ZQJk4nbSeyEqIdtaHTY/NkfWCiJ6o8iyZO8C1KQUZGh5DnC/wQoW61K521/FLrnRwk5vyL+iIhEV/v3Aqw5XYkldNNPXr8Sahl1XSL3gN52i7D4IhDtDU2EGG+RFpJGvObvvq1vbNrC/Kzmp+JIk7AE+pW8Q3Ezr8kjyuP3y2HysiE3IEIBVT2SLnBdBwNFy3EJ++q9hBnw57IA5Jl1SsiOOP8leo7DpX69NEfqlf0V1mWUr0IPCry+Xc2VeFKak2CWF/4aevkcXX7mrfkjXIOHwaIvneZtXhfZZSbMEL6alnkRVYlLQtyRnshzPxsdtCsXotxuyec9uFWSwwC8JQ+3Wzg/wi0eeDPAR/rqvIjCyPf8lD7y5bYJ5Tu0xqjy2+fDkuir0F2MA799Ir6OlNuw9JffblIdiKcMyAS51QPNK0g7iOaQ2ok8+Cq4ry3eThpDqb0Yl2juMD5SW7CWCd0QcUoP5Ibu7gT56+AA6MMgGcclK/PpZe6KE/SGgdLiIhqezJevkPb2dm23uWc7u3u2KSWzvrlpa+sbUjgbtrW9o87W1a/ST01O28QYrgyQyQmbnBiTQpoJ4+X8OTt/7oy/qOnM8pK7szMzNiUeDJV2c9c4A3GYzx4wCNXJHAakSxgoKpF3bnR2wlwl3GpA85d+RZ0rf4rnL8ZFKA6+CUAYuYMgYpIc5w1alyFCuYTZEGEQEdtliMgLHVkYIgww3vT5xuuv9jVE/OVYCu10hu0nn6/JIEFSyM3l6WeIkAfnUSgF0TGkD41PmKi1HT3eV/8od5SZn+j6N6J/y61V+9UXz9nmjvo8jgfYniYOb3vd10Tc1ES/ce+BXb+/YTcebNvnq0278WjHPry7Idy0D2/csY9ur8qIWbOdw0kbmztvo1NzXoJhKQgmVlsyDpns6mu/kvH6Rw0BypUhSvfFALmcFMrx1A2nKc9RXpc6UHY/eLb6k1O/3Mo2diiDOY5yYkx1jTd23njvSds2Nrf8EWK3KJWGNsvjin7NCC9vnATJBx0SO54h19Pp16+sVT/Irfj5EU56K0PFK6jThf8IRpRj6MSgA/7feVK4jEv+kuZQ+Cu6nEyFlDF7XEZPnKOn+LKgp9+fBD1jpHvMHF9KHwuVP5D6QfOYRMxjJq9PALqhNESysZHHDfzZEMHwyIYIvCUP6eCBxlj0hV1x6PFMc0MkAfFBY6df/BgMSRZrEwYJPG7MqvhxkR1lx6hgZ5q0gBsZqT71xYDoSu+ur0f4FZcMWdomj0fnkSz8Q//lP/rfxwwRUJgMmfHUkCa1S8riRMrS6hxqmkORX5deENBYdZeTrmAovX3K7A2c0vMoY06rpvAsqXKudpmcXXk6clQdzSEeOon2HW9EI4J0GFbkmPiwNEtLFehIBlfQDCIOInH4iPdn+BKqPFmw2hpYPA2wrwWcTqZCDJRoqcgH5jAQGNCQo6DcInLX/4knyeWwqt8bJN4TEM9f8gs8pRoaSljtGCEqK0aU0pSHVf014Mg/CEu567Cq0vt7Pw6Hrdnig2ljduHCOfsH/+B/aVNT46mdIx8MEQ6Ljhzu2+PmmP0//+Qz2/aDH8RQEPWTRNP2vZDzQRK15ykchGoqOg1Ab7tfng4DH5oEhqv08nz3zIT9+iuX7Z0Hj+yPP72nmAmfREiiKH71qLTcBsrt5R+JU7lpC8xJDFsuknmdPR934wVhHIidkuG1MD1l5xbnbUHG2HjnkX8YjkOz7LJNjo+pfTSItGBRTu9vbgemnGL8CnOfiaquEUT5wgBkHEPLPLWPUe4ghz50NoJZXpYvCFWRIAR6aurUC6VeCK4EPl57Idr7CPQlCvrKAMo8j0KOrUuOU6eh/zJ46yrO6+HeaPuMB3S8aHE7kMOFHc3Xbbt1+5Y9d+mClH8zxoMGPPMKHox9DA8OCII0IQp2ZnbGJibiqSPCKG30SLRh6mf+JYg+D+jy+/gd1GjEJ2Vf+AEP536OP/f3l5dixZ/zzgtlWRYHpQ+AN/kKlq6yF/6osXsqKMcjO8WpVWpeoEomT+nPUHhzALFZdpnOQx7Ur9CZ+Os0oePcj+tM/t+h9oYs50/jAT+6IZLi1nEcVu2g42UsMBb8yRTR8+5GPoA6NTVVHUCl/UhDHGsGcfBMT097GsYTaw+vV4enKVocgO3EOsXOhsYmNOSMjXGoNcrMesYH7cali/iEhB8oVZp9LVZcOPLF7JGGxq4fSWAHhfcNiU/jmR27kDeOMB93w0pPffNYh3eYdwT4OCGedS0ML/QsMkdHOJOpdpCfXRsfm6Uh8oWAK8vBQKFoEODIYBdw8O805ckyVJVj04V11g2+oPWBxlBtRcZADeiacKDCfsaEjlCj1ve/hm1icswtVu8EhRlA4xoUvHIZmQxOOo6BOSRDhkGGdcugw89n1dkqQ0ESho8Dlq1WXG1TZ7bZvCQURjQVwjY3tpNyZWckJldvLd1oSWuAiuDA+QtOTcPfZYhQBs9badS/CnoXHiqMl6dmMLpabbb8Gvbcc5fs7//9/4XvJLmlrF/sVng2MkQ6/r6Q/8e//8x2lA/NG4MwDBFn7oU+dQDK4Vb2zWGlOGvgVfGLskjOT4zayu6OrfOyNJ6g6TMGvF+Tv4TyyZQyP2pwBJjoKgfnj2Y1FjRNbUoKoNHc82+0LM3P2KKQ3bSRISkOGbkHnZYKym0d+kGTWkjbexu6X33qhpEmcJhvAje/VB5uB7rH+yZSSUkwDryo+qcGcxaCyZerUdamhBj/YPYPBpfRh2WobLhjoc5vEBxXDjVk8jC+YsD6T21JWl90mHvIoa2dVXNSipY5uLW9bXfv3PZbtrzlFXm8SA/lz22bPS0azFMWD18YRofs/PkLUv58bTgO86KweQyYjwjyKHs2fDTiyM2hewwF+NiDjptovZDTVbzuR7/VdAC9k9uq5AVKfwb0Sj/IV7lAna4YO8fILfurLo+Mfh/nCqucPr7lJ308DeVdwn/3l9BPXrAmfwSSP1yAvgWgOF2I6yga+hia8yS3BE+nMYSvHENudPj8jPS4gdKL0t3442I2DBHGBGMH44JxhEHB2GO9oP7wQ+NdPtlIwXjxMkg+BgXrw5QufJr+dA0vhgx9kHdQGH++W4JMLnQl0w2RNrd3ZGB4/8Wjt/BxMa3aqJysX+zYHPh6hcvtSfjQ8ZR9SOsj9fUdGeqmejF2KBtf/kYurUQa19EKN6RrWZYwfjBiaD/8XJwN/Zf/ZxkiXySUK0NfKOOPZn1aQ6SGelKU0G9SlOCxfRYiNWvydcuofAVNQyv5Cl65WJl0MJ3jhoNovjDJumQgYJWONYQaOAwBOhMgjJ+Bm7eukAE6PeWH7I2NDR+k4G4bY2LIbty67d3Ao4n5/rdPGE8VwCD0RUkyFeVwckNEkkirMElLQ4QdkUu6imRH5FSGCO2WdkSe1hCh3A7k2ccQGZuYsc7OlvpAZfW25kkZ1cPi1eElkLqfjVpKrccFjMFcjhVamcfbULhNv+2HIhqxhgrN1QuPCPOtBoo6vL9tkzJELp5btgtL8/4SspmpCRttb0lBoESkAHSlQWkxZHnHBzWQKZWUtsaP0PtVZcDldfnAURuAtsSQpT4sjPjYbyKmXnAyRLuGkKqNB4Dn2Iflp22IxHeMAMYuhpj4+VM6ECWajRL9S3HilZ95xavt79z53J67dElGyYYbiB1hS1eTzb227e7FxUJeOC4/f9lzyzshzEfimMMb6xtacCZtTPOdPNily9A9XgIyDWXdFVsEmFPuirfif4IhknXLk/IDMl8vfNGGCGWlLbj17Rdk9Ifi8DtvUkqRrE6boVeeuxEIfwSSP1yAvgUyL3EVipQNiYiu02WAcsQQUQhdOcgQwShAj7KT2pC+Zwd8Ku12YIjkx3QpG+sEi3dHRgk04nzXQ+OJdYG2pVwNjSXGIoZvGB0RR56kI853PSRzWAYGhsVpDRF2/cbHMHCooeIxcHQRTNohGRW0GPKIR8/nMymlIcL49yGp8JgungYaIv+X/+L/AL9Dv4Y/CXSnGzCQk0uBjoNycXlWKCdF6fdWAgbsiEidJF9PuuT3OuvP48QaTRATzCP0R0N7PmLJisPTOznFCdxRpzMgGAD5FboYLb6kKAmGgHc4CkGDhgO307KUx2SdYmX71QVLkTr7z3/0Y/+KKRPdDREheUQ/IQcSiiAyZ7IAnPHwR5eVFxNnkCHCPJRoIaXrNkTYyuPWzD/8X/+vNCGOGiLkOaqFf7U9Zf/3P/7k5DsigjzOoguCJ9RAH+gyRMLP68K5stWU0bSivahES9ExiUugxbopAV3raVcWR8vBVAXoa9oslC+LQhioI5rM0ToyJxTvkxbGKm/5OzuurDFKpmlPlXn0oC1s2rkzZ+z8mUUb09U4t4eG1eejunI52G9pTFC3UOpDqh8thcFCf7jRIYe+lSYQn2qb6h/fAMqQ/dQg+cvoPuBS+vB80YZIBSpvP87SEIkrxSTTBy7J0kJCfdXmOPj5Me5R/DdvXZchctHW1lZ0UdH0RQGlv7sbfvgxLPkK8tz8vC8CbJNj+Ozu7DoNpT87O+OGDWs8i4MPFbW3v4KbPgDUcHkM+phI/gyEe2kOIvl9/hwo0mYXXZL9Xl/BIHmlIVLKyeMjnH7+cIHCW4HnGlkLvAFUlgP7nb/1W27U8THF7a0t++zGDTfwsggvbypzKTjXAyj98BI6Eu9/+qmPIkp+eAt+R48PWheIlqHiFWZjJOvnMHAVxo8sdS87FzzRQhv5boXqx0ccGWMYDdmQgD/z0Ab59g07Ih0ZJhgp9A98lSGCIaf0YRCHced5IFPpKQu7p+gWdA7HDNhF9/zQtypn0GL9oY1jpwMZ7H5giEhXSOdMjMfuSKxTGC9RjlxuTy+IW9lhqLBeecspfpxXJijgu25p/Ym7CJoLvU/NZP9psCud/xTuwX4Q/H34BiV4RshlBWgkoCB1gyJ84QQVrDH/cpx+atGKhj+FHZL8oGhwiqDuEcYijguy/+IDWZ3KwGIgodSYoHtNKb8mbkuTVqgBuLG9a4/XNuz+oxW7/xB8bPcfPLQ79x84b2QsySwy8gFef3o/AuKIwmVSLnVVh4S86Ex/QviTPGcMv9dFHrboRjRA47DqaxqYsZvDLyV1oPZ7hw378fXH1vGIEJfl5XJ1AQXoB/1YQf3rTcLBVm7P8PI1nrIhuqMF0tfsYKmAkgwcG0eAdjv60zWE7zMgGyOAxdFffCZC9HhqP9Wb52x4dFyqy3cyMJT2Vdb9kXFryjDbaHZsdatpK9tNe7DdtkfNEfv04Zb95MYD4UN7S/inb35o1x/v2LZN2Pz5q6ZrKGsd6ipFnSP1oZxUbxQZuTW3FZZPeXH7gH6mr9z4TfWGlnzJPR4GNdnJ2/KUMEDwsFZ7onI0Llekbp8m9CdcFEGQqzJe1BS7ldxCVdt14qpyd2dbYzu+jcHTcCwAzFMUKm+yPHv2rNpVsmlbKXS2y9nppNVQ+ONcfco44WOChGlPX/DLZlU5stFe6imHVMaS7uV2xKDOEGH3JV7cXuOijMtuiRm6aPylqKC5z93A2t8PIJfxWe61a1ei3TTWPvroI129cyXOGapIw/9IJzfRgj7YD+RwRcOTxngKyJELjfgE3iWM+xSdubsBSp0+LjgJB1l/ERbioBcxVOBnzDBG8i4EYeaZL86eLA6gMtZwGWfwRrljEYeHN6IypnwXI41FxnOWlWkZuMDNNOdRWMSQ7/xhNJCP8ylPjGR2LKgYBk1laIgHQwSDxXftU9noR2Qjl95CB/p4JJq6o3sj4HoIIC3JK0PkWSCEJeRXhoX6lzi7weP6wbMVZzAwQsACBhahiPDGfSqoZYS8jLkgsWC5q071RahAYmhP/tdFwIBhQWFA+cWcTwS3zDWQ2iw6LO6+uJFWKZR31Q+pXnlAuD/JJkeX04OlIRIu3EpL2NPVhgiHnObnZ+21V7/mit3z1o8ikYTsOZOxsz9ib15fsfRskcsJBv6CNhiiPA6pPkBXP/UR4caH8ub9H747oELFjpHHyk3+LEY8iCzRr2Z7Uf+8fkcAU5OtYOLVRgk1Uz1ZGKIqj4whDFTiXKTGQtxW4yvEuIolc4+lL9lBOVDMoQw5XCkUXW10tODtyPC4u75tP/n0tv3k+n3HNz+7ZzfWWra6P2b3ds0+32zb3dVdW2th6EzaxMyCFErcR+YdOtGO4OmhbzMIim76qUBkp//qMDc4MBRUiFG57CDyJkiQq0GejuM81+TEuE3KD/Jad56uI80OhghGiBZIrhI78qOsGdtcrS4tLlq7s+84NzfvCwzGyqau8PmKMUYJDbC3t2MLC2prLxskykd/RtkyOD1DisuKO4OHoacw4EaJkAXBZSa3S16CTO/FErroXUXKAeKSr6IdD7XMIbtw7pzfulpQG25ubVqrzTm5aNtKJk72HwOkGThyfVy7J7lHwWPS+K/y7wtJhnh9vmTZ7mVm44b+QC/67Rz9sZizwGPoloYIfeUGWVrwffdCPMRlHsqDnzgM4DAsYvHPcUELN8YD7aFxL11Mu2ZZuBpE7j9iiBCvMrhc6QTmD0YPL/4UyZEyUifGIeUGsgtEvlGv3H+SThN4XDWe8QtH/tZv/I3q8V2Rql8JcW6jF2MigAinsqBmTcGTkDh3JJkCwCP0dPKW6IXMWJSjpJ8GutKR9ITJc4ODx2WZdwqOYg1ZVuUR0tFVuIAqRFQySfhlX3AIPRu1utxoFw0sDVKNEPlZzDQYj/xyyVIuEVDbw68+YcIkpHx+Nc0C7nNLfacoDS/5NTjl84+VKZ3GvR10NCg1qGfnZuzrb7zuk8SHm2cqP0ZAqu+WFsUf3VjVQhoGlcwTZ9SQTPWMErphpF/UiDyhJdf9NdIQeRymbCDyrwIMifrxYGdIaSKUsTvfAqu8lUb55TKRmeeXZbuQOMfh+VHAXCjRvUEdlTttnH4eL7ncyUASsuUtMHhtiO1r2lTK7GBCIjHpJtVFTVco2UDBON3XVc2WFtD7a7t2e2XH7m1s2f2Njt1aa9onjzbs7VsyXIRv3dqx9++u2Upr0sbnL9nYzKIMHvpDChKTSIqMKyPe3SI1JMNJHoUZZ15PjSG2eNnJob8pr5df9eF9LtSIqrvBozFFn2OERZPBqRLLACM9EnN9AdwhdneQLTmkcZQeqQ0NyuC5iMZVnxSwhlVD7vjYqB8Unpya8FuGHB7lOzLj4w0bl5LGKInzHWmOqLy8RwR1xYf/qBf3zFsyQtoySJgbKNmZuVk7c+6s7e41/Qm4uK064ruZXNEuzS9oQRm3dpPt+Gn7z/6T37Pz58/aZ59d1/xoUDHlR441lDouX3F2c6A+RY+SKp4FJNql0nWEkj+XFX92e3kylvHZn/kUUr78T7/El3lODMjydMO2tLzo45WzDnOzs/5BRZ40oWFSzvFHHsyNPsCaUpUl08BE8wXViTk2oAqldC5dvLjdnP0glQV+l5/GpcieG25CjAIWctwwQDq+S9ZhvGAQkFJlYDfId5XdlbHBzgg6RDyRW/DwAIO/D6TNU4oab9RLDPk9IDz94saK0kfZot8oDDxeV+kc5iG7MyE/csCPUeKGCDxidsMIlSMZjAmA8rIj4oaI/ORTG0AY++j18CMEWeyiOK9+qbU83ueuS81ACTP+PAB1SL8SMu0kv6cHOibjzw7qEnSXIwZOohXVjI7HTX5ofTADA8hd/98d15OlQLH+F1xJvECMJS/+VA4nV3Fp4MmncalQRFTRSW6GVLQjMIDsdcmYoVtGSddCmrBMVyITEpS3D5bxEBAa9BoTb2RZAUtuLzqPr8gxqXN62imXsyqvEhDnOyckHmrb2OS6jU/flpGgRbwl5SCGYc70dJDHEySYL1pArSml0vZ7tXxDaLc5bDvNXdtpbwh3bLU9Yu/cfmj/v3//5/bf/v6f2n/7Rz+y/+6P37H/6UfX7U9u7dr7O1P29qaMyNURu7k+ZA+a47Z1OG2tkSlrHugqzc+jsFCqfActlWHPxpQvn/zBuNKaI9hXVUEZUzI8qAyGTsca1hqa8FEg84mWECJI/zGGh/lmUFtjqGOjSjdKHSWzArEyvlCWGBU8Ms1hQM5ozM5MGx9jZAcEBY1CZgEEPcOEWTE60Nag/wJ8zKeA5yXljNLlXj/fB2EH5PLly/b8lSt+exVDyQ0U8vTHIw/s0qXLfnWZZQTWi2mUxQvj3gw1b0n96cCXlePO7q4bZT/5ydt+piEvVCV4c7gn++p2cMzxx0DmqfkHp+ouwQnARSV5vYmLuGpepwWbcHahgyI4L3O9kingAi3CwUi6XoBEMsYT6XGRHYZfpI5UyIr/faTEfxfGH/OwBuQBZf5OS/R+Er1+/JwvEQVBZb7/HANDDKVQKYYEmXYS/EUDOlo1l0//88h7AvQbzBkGRcXQibyeBFGOPuAD/MlpnwZ8sDsmgkMYC71Y8w5C5KEgsPxRChmVvge5dcXCDrph4WliGYXmclAIjrTJk1Agedya8Q+yyd+L4bAToRRDXK3sWGPykU3N3tcivK6F75aNNlYV+VAL3rZQhoiurMYaKoeMg8N9Xa1Q0GHOiSCPMFdFMlYU0ZLhwivud3UFszU0ZRsjM3a3OWLv3d+0H3xwy37w4W3704/u2r957779/jt37V+8ddv+6Q9vyr1jfyDaW/f27OZOwzZGl2xv4pxtjc7byNikGxu+0+HtH2UallE0oivEkcO2NUTDjV0rLcxqt3iSinSqp9rOz80IO6Ltq+5xbRVA67kRoisztq55SoUdD67UXB+Igfi+KJnV1b4YHZXGad5nBeRuSj/ajHEA5Vvf+pb92q/9mr300kt+VcqBQw6Wc6gQjpXVFTdYMJCqfBzpy+ynLOTdnW/J/yRg/P5VAR49PXPmjLcRh1XzAt0PvO5Zr8OTsRdOUP/gSHwFf+U7XsQT4GhiipmzoR6MDcYdfUU4+ixQNXQ+xlZXW4iHHTv3+v+QVQHeFM6y4XfZVR5HoT9VMvyqQbFVZuHkMnflLYCtl1YC6fxXlgPx6nOfxVloiXmCdm17DcDMC/YFlS3zllDK6Ie54kAXvQ8oposnY1m2p8V+cgHas7dve3l+2kC+uaO9HEUjdtGLMtZ8ipefOuOeBlxWSpK3G4Eyr+Cp5WaDIPKu6X3B2zoP4qjHYAi+bv5uLONj67QXa7ovnAlj0elB0dlSBdka9W18IbcyUDhs5XO2IFBxWoB70R+XRr7vgapNUCBu1hRQtB/V8rqB4hvTgjt6OGFnzrXt1W/s2+Lyri2eWbPGxB3Juac+WReu2OTUlo3JMNnfX7PpufvWGF+REmgqS/phT30vBan82VEZkoHAzsMISlPlOlQ9Oq2W8R4N6rYrnjXV6cHevt1rDtnnrYZ9sj1if35z2/7lW5/b//iD9+3/9Yc/tv/Pv3vb/uVPbttf3t21T7cadr8za/d2puzO1pg9Ppi2zZFpaw5P+hd9VMhURbW3fngxkUaGDqzh3/FRfdXOskNsX2XdT2+/8/GV5iuPFHJbEASy38d1BbRdODEuI8c8ThnDfrZD4E+yIUt02pz4KFv0BcYGdHZGeBKC+/HsyDAelDi2ucXHmFjf3PD07KDgZh0Tc05MUZTK/yQgjRtZklMi9F4a0Evrx1diLxyJL1h6456I4o+5d2C3bt22hw8f+Dy5c+eul4mFKYPYu9L1wwweFl8YnlE32h0X8PmCKwxKSp3iAXLJ+ZVQ0dyNcAb8YVyH/N64HKa+WadAo845nrSMs+BljKlvVQf8YbQwCzTmk18JvJ5Zlqd3QzpDzB2VIP7XEQ7wu1GXwrR7p5PfvRP5kCEGNj/kUEcg8os+cv0oF3l1WaAFLzQXBMghR0JhuKdyKE05M7+CU4A3njrSEb9fxfz8NCfleyL4OEgDpIQ0QIDCywj6QiCLyQP15xsoLRPQ175AJlw/FOcRVBXz7kj4EyqyFz0PN0ZkvEgh7GvRp5WygeMTPqM3HWON7de2xuCEdXYXbXNl2XZ2ePHWiK2t7tn4FI/GNezMwrBNNJo2ObGmBfCezc2sy/DYsdnZQ5uZPrDLV9q2sLQhOcLRLY1jbn+g7KQYycrPd1Aa8kSRqD7yS3VxckQhKTDfveHsBGdTOEQrqvI+aEz6xwlvbB/aT26v2x+9c9P+2V9+bP/8zRv2++/etT/66LH9yfVN+/fXN+zfffzY/vCDh/b+47bd2WvY+uG07TambWdIV8uHo9YZalhrX3XmsXEed1dbxJn+UOax/cycZBFCwSnOK0D5E0aXii4eFLEr40gXSFzQkAOvnxsRjXDIjnlOv6O8ecRyfm4uKVWMg1E7e+asLetK3xcILRh+O0i4vbXtNNLh1lDrkJy//7xM/RHolvFXD6jH9s6OPXzwwO7dv+e3anL7Pgt469BO+HJ7pXD2D4STtukztH0s0OHSh+HGRU1A0OpyMuvCYHBPAU4TcFFUgdIhCT1bVhUe6p/Hjbd1n3qQpNLRck4yzvKY9GSnbJtn7/FfOKCxe5AOyMEvDY4X3sVx3EDoK05E/cUArNM7qwcVc8LxdUR8QTgS53BCwScGcumHGfrFlVhDlIz/dcscwWRMlHjEWEkYt3J6kF0RKR7cveaucMd2dzd1ZRJGSTw+Wj+10ekojeK4fdPc27eVh8O23zprj+4P242PdFU49JyNDi1be2dZl+KTNrTfsPHRhi3O8/6BxzYxOmsHzTlbe9S0Zuu2NMF9O2jv2OLsnhb3LRv1cyWqB4eYZVrEV4jl1wIvG0M0PiQ4aW0ZCQcyECCyOTHMe1qUNl5/LwK3UKRmDne3dZnVUlAyGjJhxodtb3TIVvc6dm+zaTdkOH263rEbW2b/4ea2/ev3Hto/+/Hn9v/9wfv2P/zgPfsff/Cuvfto17Ynlm17dM62OhO22xmzNreUXDnL1TzMyhAFG0aDwvHn/ljs4Us0MBkajkmpQ2NrWhTf6chGSCCp1L+6auQcyObmlqdFya+vrdkH779vD3SVz4uoeLoJOWOTE357Zre155974I2ZeQHphShLGDxVuXpwEPzVM0zYSVL7jPNBUg5eaqz4jHpGoJ3coc/lS657PQb4abRVGBAZco7sONBX7JLh5nDsJkQ/YohEWv5rfMlIcTq7pgVU40EJs3yniDcIdQkgVUEFSIpO6oWKzePYrUmJkhMpjqbL0BWjQM4SKP2Zb+S3f/NXq6dm/P51H3zShABL6Bd/GuwqZQH9eEsclO6LBTLphzX0Kxs//+uhD+LvT69pZXzl9x+KU12rweOTTy4D169o/aq28KtPWTxYVDwJ8iHrx4Lo1rn/WFAQxaTAkoYvVIWL9OQsUWw1Yp0P2eLivL3++mtSMEqRyunyU0aomvV2w968/jjRE3r+UZZ+kLI7AZBTJbVC0vt5jT70MuxYeD0++wcUwmX3IO2VE5KOfL2tKENRjqDHosRh0kuXptSej+J8x/iQTc91lIZbK4da+PbExaFN3jMgxa2r78Nh9ZHaurXPgjilxW/SdmWcrK81bK89Ypu7E7a9N2zbu3NaAGfVSfO23ZIB0hlXfuKR0WOdaRsdnrD9Bq9xHrfOAafrqYWyUuGjpOySFIunov3RYo0RHsn2JURjxc/FkIJ+d7+ylNGhCrgfWYxU3ivgY4mBo4SEoXNQFb3H2zyHG+M2NCZDanza7m/KWLm3ap88WLePH2zaBw+3ZMTs2XZn2DaFa9sy1Doas2rbsVG2uXkkmUfIRxGmXGOHx8tG2b0cyt/nAgSvidN5++/aJrsXB/4Kbl8gxMPTD9xGi63rmEOLS2f8qZy22pR36Hz4wQe6wr/vRiW2hr88SkYjhiR47fnn7b333lMuZFnPkdr4CIOnDPdiP0BGNm4iPTWh2WPLP4eBHO7FEnrpvTxlfIk5726E/yjm8voiHB7RIw1d8rTgeq8QcFRUnQ8Q/6GSLgWOAWcjD2SQzDESe30KZLxgWMSuufL2AU4dZYjxBIzGSn6M1m/rydjItxPx+xM0Gju83TR/UwYZvOUaQ5c3YjPOIp3mWcqXVyi0ucUq13dMyHZkyC9mRsd5F4nKJDns4lHGBk/VaC7THuTP3Mzl0Oh3P6aSGyYwHYShrpb0H+uOZkYY8qor8v1gOHVV2NPRZHJzH/stVaX5Cn5RgQl0Uih5B6RjCoZiiUH5iw5ZGfRiBfL7uRC/0mHSo3SSIlPzbe1xm2TFWs07dvXalM0v7gl3bGj0ho007kmZbIhzW1fkN6SMVjXhee/FnuTwbZS2n+k4bHeEbHdzFWb2eKVtK2tSXJ0p294ZksEyofSLtrF9zjabZ2z14YQ1d8a1qHKmIT2OK2XTOUiPBMsA2jewLYXUFPIEjkIqd0vIG3bLurryU5U87J7wQ8f1QZOxD2Q5Xaj2YjHmsUKMkFubh/bJo127q/rc2xtx9+ajTbu5suHu56vbdntt1x5stWyjfWh7ByPWkpHSGR6z9sik7ImGBm4yQPQvlGaMYb4tQ+FQtiwU/vEvKWOUPcCOCLdbeFslb8v0c0QsKiobctg14a23bmQl5LMM1ONZIC+ig/CvBzxbG50Ecj909ceX1Hx5/JIBLrrSb78QJ5d+8wvAZBzgwh5pQk9E0fgfcnC9vyu+cLMBkyvjt2QkE2PDL1KD7Hw5XRdkWp+x5JSj5GeCL8QQ0dD/0n9PC6WMZ//V8k4LOd2g3xcBecz0HVj94KR8gHj5UVQf+OQl17NMGVf/9cdEcrbM0wWacD6BBsX3AXjTzwN9oI4fBAhJeByoqjTPk5ooxw/GUDy9qBhH/me/HTZVLr47M2F37rRsd/OMNYZet07zog0fXrPrnxzYioyEna1Zm5y8JL45KRWemGnb4vKcqjRqM7Mtm5rZtvHJNTt3oW3zSxs2My8DZfSRTU5s2fj4uk3PkOeurp52tZiu23Ajdl32rWUHw7vW0ULd4aVmKkvngEd9D/2w7cFhS4st31vpaHGVYdLm6g3FhsIbcQOkI4Nk/zDOPqBYQ5GG0ZH9+QfkXYYI167HgTlNDxLLuEGhMs4OVS52UXh9v6wv9bJwYtKsMW4Ho2MyOGR4iGO7vW+PNvfs/tq2PdjYsYcbu/ZY4dWtXdtTXOw2MDw0ipQGo4Mhg7LmqpNDp1x18l4QDrL6PBDcu3fX9nj5mfh49Tt0XmjGW1jXVtfi6lNpfUdEhsuPfvSjyCOlz9CPVkKOH4QZBtGBfrRBUMp4cpqTycuQe7kX/V/Kx8OnlDsIQlYh08Um2Sm/I/WreDL2QqYlVw4iQB+iguy6bJdf6z3mAzsBjGfifWwHu+YLtNpAgNfTwuM05lSS427IrfnjEKzvYpOtgLi8Q4EsyGHQBwP/oSLBDZUEwSlXtPxzgDGnleO+VCYHj+cvyhY0uclbuYIoGxkkfGog6ZeNTwv9ZD016l/yVx1yEkhpnohfCISgNB6PwDP1taeJWjNw8LmUHlk+qDTBAnJcN4/L0CRweacpC6xPYk/xg2Tm5P1juyGakP8Z+0EZ3w/7g89HZ0F5JL8D7QaO2oHpin2/Ydt7k7a20bCdvVktlvPCGdvcmLXdnWUZCVO2I/tle2fYdnbGbGN92pp7i7a7O63087bbRMaIzc5O2PjYoY1P7NnYaNsaI3vWaj9QGMNi1SZkpExO6Srd7tv07JY1xlYlOz9ps64G2xG2pTibMlD2JJPFVgqNXRfOqejKy40GGQIHMgJQdihIxoIbIOpr/CDN4iMn1btSUkCmxb+ISX7HFI5gTnlgshF8GPI9G9klMIXrvCqnXL+9hHLn1dQanxymbQtbKltThhUv7WPceDo3omWIpC3nOCMSOyG8+IyXUmGQYFxQCl50dvvObdvY3FBfyBAcH1f/7BjfmRlFhgrKOQj/WKGuSFdWVrz8vZDnZjl+S9pxyLzD7U1HXmW4F0voF19iyUM3lnEV/TRAO2RUW3pqZHiZPcC/LwSQhEyVshbr+dZAnNcDP2wJM7iXeOjhdUgpIiBwqYmhkofRrPlAmJ2Jilseb4JsGKS6u7HiQYwHRhrjOcqbDX3GEzslpMHFMEd2rhYuMrNsnzdCnwv6QfP0cr18isv6m1L7BSV+ChJE5wUwbIIuRI5nGvV12U4XqSpLUX7+KQ7X8yT8Ffz1gjxmvlDQYMliq0EJpIFVQqkQjwJD9Cs4Cun8hZ/B0ETW6nUwLCUzBMovKjut7spI0fIrRHFMqT0XpAQmZZSMy3Dhq5oL9uDhoRbFGdvenbUHK1O2tjWtxXfWVlc76p8Zm5q5KL4zym9JC+eUn/UY06K539my8cahLS1M2fSU2fT0vi0vzbjRMWS7in9sE5NabCc2pYgea3HeVF/vSQ7KT33u634onBpljPBLYd8hgUZYShDMhgsI5DHiiiqjp6v5YsdEdFZ6IVdyfq6E8ccPYwIa0UrPkJRe9bEpHepImPeU+DkR6I4wyxxsjLpyhoYRwkvIuFePocHB05mZGQ9Tlp3tHVtfX/cnaLhtw3tMUNTwspvSasooGRl192cBuV1/HiA1r+NPE+oWKNrCO/vp2yeninEDMv7Sbl2SnYEw+cDn41c0dzWOGV8RJ2M1lYVbK/ACHgfNjZNkyGicwxOGCjy4YVjkPChh7e8BkUJ+n7hngKjZ6cBfTJjx5wVccXmj0ogxVlAtGZPecSzpVTw/JXomHCC5AsrEoBNC7/c7Dkre8ncaKPlV7LBuBTFwVeqkSHshlLOUt7OLN7kZIwUDeHB5iALhyAiQH1KiHXGJY4FVW0nps4DSuxSVbs654YulNkEmO9QBl4dsPIMgmAKfBpSuegmZyp2xG5Cd8ShwziAw2imeOIlFOBADI1Dmhu0PtbnBoJAWN9qK5kC2ewLRJ7oGFzdnNHjKhoNnIZtDaJzb4AwHb/Akbl+GzQFvPu2M2cbGuI2MLchYGbK19SEtnMRPij5tu3tz4jtjzeaSbW1PiTZhOzJkTMbK1mYctBsZPbSRBrdpdmx8klsVbZVlyyYmUD1hiLCz4HVS/ThfQh0V4/1MI3j5kz/ajbReqQp8fCgcGEYK6GOxSgfQRhpZytOPomqsj6od3PiQkmbsa4K6MeEuKdSF/rVP9euo0jN/PZxoGDF8FZkdDM6E+DySn/HrnywfHXPjgy+R8rp43to6Nj7ir35/8PCR3b5z13Z2m2qbMFiYCfsyTjY31oVryk/yVL7qqpOyJuyFMq43vqQjKxv/OdwbX4ZPiiX0i9efItRJJ0IX4ljKyDTHEhItDME073AzhsCExwCDTkB+9KeHEu3EkMtImRIp/EfzLyUTS1ZeV4VilyPKkcvgY0x1Ys1jzLLLAcQtlqh7Ni44swSto/EWsplMtBNGSdySIR2lCL9kEpLr+ZGXwhhFkJhD+bUBjJOQB1vMSy+rU2rIBlXkASX4HERn/iEczUacP3nHQpPGQrBGnKpLkp+tIZL1SqAql5DFyt9joEbypwuEFDtjydstI9Bb+llBso9gIdgHYCYNwuPgadL0gtKQLAYGEC7Buk+PCg5KcOCvwymVCw2vg8J1HgGZ26llVOlP7Vb+J9otebkla4quwINK7xikE0OPqKeEkJLL2VVWQTUsTgwhoZ881EUYKh3RFeO7I6NCdkqYCwJuhyhe6gj14RhPq0gBHYbyYs7YAWlUMM9AYZ6qwTzZD8PkkMdtZexQNxTQ7q7JEDkUmrX2eSR2zPY6I26wPHi8Yzuic7h1Z2dcV/5TtrU1Yasr7BCc0YK7KMOFp3rCAEHpePFB/fLOhxsSyjGGULQp4OHEm5Vf+nPI89+NkNwfJHIGwugI/AqlvmC85KvRGD8YF1qMpfWgo3DLw6P+dJd4UYo5bTXiJDvL4Psu7Grkt7byUrKZ6Wn/Rsp4+kT6xsam3bx5Q0bJQ7XLtmgdf5vq7u6OlztkJdkDIM+z7D4rHJdnjj+uXL0Ad6Dq1RV+MpZwEnoulkpY/bo5jocuzrJZT9jG3bnV/ylbhDL0yku83r6amulCsYY0nlMcfMxJJ3jFMz9xmmPp/EfwZIj2dzHy1OMmZMPPriMM8OEy7v0xYPkrbvhS2kxLAiMdkCKqeGIUgA2Ajj/CRJS8Hox/KZ9gPHqJ91MGChOYC48yQFG4sgBHAn3nISEKIeNPFbx8UZZo0Z9PoI/rXaUvDhioXwTQt1wtV4PxKxCobTE4+AbLYUuI8SALoWpypioGxqjieG9HHxxqyWVs0u9q2yFeigaorWXAILtCn3cID2N/yEZ1tcXAIY/AIeU3LKMFaQca89z+GR+/IANkydr7o7a+OaKrf6U71CIs/tjBqHd8UGoZ0zTvogV284HBfBSq+J7oWJjkanx2o+8rSX8k4yPpFUd0itO46Mn8oV/0T/XuGesEhTw2ydkQzojwobbJqSl/ZfulC+ft3NkztrgwZ1OTEzYpQ6UxGi8yQ3Z+hDbqdzKA/zRwGtl/5eCUbXFiyHKPyD8mv5L/RGUTj/NFH2WDxHdA1G/EMGcAvyXjxrEuHDAWUll8hy+5ua8ZwwDjdpC+j3EXcoIvjBN/TUOwMHiOjvk+oBmYfE+G047FqMVPEWgAn+z4VVYOkakHkquGEfI10lHx+NWLyCgTfzsh251j464A/PE4KRMmOn4melYyXLV4WDLo8NwokXeNTkudQxg2eJ/UiHTEsZ2haCzW3vx68VRAGv2Q7UYZ/j6QB1m0cR6wQSMtYcrm9BQu65P53fU8Mzy5vPB7CclHfyj9wRD55TZ4suRnA2RHe0S5+kEd/2WW5Dhg7I8IpShox5GWTS9siApuaqzzgjH1nWwIdV96QkVp1Mz4cQ/2UTIaG5o0fD/GDQIZDAcHY0rKWQbGA4YORknq4yzTt2cVrzaIW1LsQrKDIsUog+ZwuMUrA6ylK3wwHuH1t8z4GRbK7I8gI4Mx5bKjbfEy5igPTexx/DlfHQbwM2edP83djPoXPPyTnCwz4oNIfn5GA92QXL9lI2MkGyK5v73PBXUeyAp5LA7xHpCkq/IP+TJesi6ampz078bwsbvz587ZOSFvVZ2empaxEudHeqE3/17IZTwt9KbDn8uPm+MzAmU40zLkNL3pKmSx7Efvg/qXpB4PcOZ0tB5t2Ju6S/azQO6f5GoU+BpUj4lujFuEmoBylbmn6S5DGLF1+YINv69naksI0PIOCLJYw3gUPGQpD58D+YJBY1EGSXyav86P8uD3R3LVF/mQKrQsG5oofqCaZG74qH7ep0kGEPWq/aQlTJmDCp16h3ziYEcG86SGzB3AWpXlppq5n/+ZDsQo/SlCZM6LVhq2oAm8NDtnZxcW3L88N2dnNKHnZ6ZsanzUGir5kCp52G7aMC6PD/LWyZ1t22/vKa7jRsuIFGxjaMTG2DaVkohqhkLiyqXRGAvjRHGOomf0+7+0kMAHihrOF3r5M2ZaiR7X55fj3K1+P11Q9o60Q63Uu63lPCB6oRwcXSD6oDQlMEmp/yBwKRLTW56vIMYswIg54GmXuQmbm1235y4P2dLSjha+h7awsC13S+MZxdK0/c62/JoHvhsyrvEsZTa66v2gnpc04cGuHXSaPpc4TwEe8KgrpoQMk6Hh2miOhRiFlvuazpKBJIMGPRQXD+I9UJiAlzvo/n2antHO+KPDg8u9/Hf/SSBGXf6RnjrJj1xAjsdJMIo7yq1SSLNJ58ZiGSm9kLmeno5yebpwSeouY1NuuQAfB2G2cauMz7GH4VMuSH9VIJf3r1KZnwm+8Hoy1vpBjLEuUNa0s8+RnnbPBmD2u1Gi9HmMw1e7db8BkQ9xGAlh/DMPsrGR48PhHTnKB3pKW/FkGuuH/IxnhYRHAfZngZ+6IcICTaG9ATsdV16j8s/PzNiSjJCzS0t26fxZe/HK8/bayy/a1199xb75+mv2S9/6un37G2/YN9541a49f9kunjtrywvzNjE6FodjZDHuN9t20OJxwugwtv/brZasQpSulKKUmGO1ONPgKLYEtHNCdWv1Kw2XjBg2WLG96AOIqzDx5MGRB8hPC7zUqZ0HDZwTQTm6qId+xwFJ3Iou05YgMu3xlSHSA2xpAEOduBK3WVt9dCBjpG3bO59Zq/2ZLZ5Zl+nwni0s37Yr1x7b5ecf2rWX1uyFl9ft4uV7UjYtGxlfszMXWxK3qo7YsJHGmk1Ordry2Y7NzelKaGhXsts2OcmBWJRaHESNnQX2OOqfHzJjt4Oy+RkNKcN8i4eOPIydFr6Uq9EmlFEDT4JK4cHreHooFWMgtCyVsMpYGRKRRxgfMc78LZFO1j/xcYXojzwm/kjT7eLz+CRX/xDwRMgLRznny3COB3+eoSz/LwJUtSzr+0x1H5RW9B65hKKdNUZTmP8xLkM/MjdZS7K+xCUe/e4GjPjz+ha3cQJiPEvPcptHebjsNI4Z2y7Hx7vGLvLl8Z0goZcInkTDZVJ4nvj7wDM1mWDov/rH/8dKchT+KMQ2fzcEa3/+k0K/wQ5tdIidijAA/PsDmrxjI3GvNadh2zPuv3JoLoyDPNHllSAa+dBfz4zyobNazXjZUjQmnREDgFPydAonkmN7i7dEqgNSp3ua1HEHRRlwvG1Q0sgkLmLiP5dkKT05QsXv4FEpThhvcAyoeAooaTEAI9zFOzzqjw/6K7MFvN+hqgNKNaUBeA22uyoIVjMiEcVgjq/BypAT3duuMySjjnJyHkB8Yj5gkTrAoFCcFqK20rXaB+qXcXv99a/Zf/af/j0NcM+iAnHrP9uLB/bW7R37Zz+5r6ZjbIVVH4ud/FE0h1y/+B8R7k909Za73RByemHQJMpQyqWkZXtlKNu7q+09RUCml7MGUtAz8h+ie9Niqbq7w9Ma7FR07LnnVqyzN2J7+9dtenzZms2WjU10bEVGysLChI1P7tjE2LSt3B+xrY3ztnRxxUYnNmxnsyFjY1p98thGNS62t9oyyjWPGtOS0bGDkTH13Zjm2rh1mpO2cPahPb47ZVMLu0o7oaukCeu0WWB5HJgP6zEnuSpSkZWOHRV2YjhLMsy7ObxudRsAMU1iZ2BkeN/GMNQ1OdnFZA7RPpym91nD3MHRjyu0o70nUBbkD9+ojH10Q2P4wMbHhm1cOmB+aszOzKgu02M2PzmW9AF1QFrqzfQPGZGJ6qRxPtswm5vg4kFjSnWhjI8ePbYHjx7Z1u6O+gdDiwRhhD3JoMj6YRAMiq/1Sh1/Gn9JAwhnzNDPf1x8L9TpvDEdBvF2z5GActz3m+sOKKQCiFM3OdD26CXyhK4YOPwPmhvVweqADszg/IqM2wxK6eEC0W2K8zQK94JTEj2nKWXk9cMXcEd0JPoUXcrXt9v+NBVxec0izt89o3E2MztrG+sbNq+LbC6ieWQcnlarabOK4xtF8DT3mr4GAuTJo+Qbm5v+8UXWANZGnvJqNvf81iHr4NTUlOdL+SYmJm2v1bYJ5Ztryevgm+2OjSsOmfkcFfyN0XE1Ln+xLvvr5v2lfvFkmT/qzo9xMBpG0gifV2CeqJOJ93lFtPQA8rmYd92hph75W8W3ZgbBoEH2rNBPLpToQC2I6rSmGpWG3VEn7e5JSQp39/Zsc3vLG35tfc3WNjZsdW3NVsDVVXv0+JFwRf412+ADU7t7ttdsK82uL5i8LXJsXEpcDc6HqabVQdPqyCl1GJ08Nz9vS4uLtrgQeP7ceTtzZtnOLp+15aUlm5uZtUktuLysyB8VTEiPYoHSyAw6f9GTaHlgclKfTnRWBgQ9oEHP8uPqOMtJLj9vEE/gzROQ44VOJt4xHuvyTIHKFSIihwXkl10vn4eCJ0+saoIxmZyB694AT6EBxrkDagCvf/dAA/P8+XP20ssvaZAl5gRRWl9+7P5Gyz56sB3lTmUJV5iDR+BoRC5PNyQ5PdCftz+chjfgaIqB1egD3tdpqbOhPY0TKbSDYdvbjqdVOi2UCAdHm7JTZmxrc1rhedvj5WX7C7a3F7sTo40RGR1Nm5s9Y3fv3re5uQVbX113lxeOXbh41rZ3HtvEzLZNTuxZY0RzbLulsS+Dvdm0paWOTU8O2fKyKX5X8dsyXlp20N7Xos/4XpOCafutnpHRMfU/Zc8d3d0G3rXUTB5GCUrNxzeJPIYUtd+98sCNtxfzP2SEQcJOA3oP42VIxsio5uWIGyUTagfP1/lyYvc4OC0FMTLGZTSPS4FCd07929nZVVvtWEtKN9j574Vw2YPgSXHAoPhML+NP4y9pAOGMGfr5j4vvhTqdOw6DeI+FQcmimbsgL94AawJ6Fqh2tVWG1DsJA7r1XvzPlCquciO2THMcOGfiL+W57nQdGX7fpdcFJw9fRPm0WKs+1APDgTqNySWMkUF9adfMMz4+JsMCA2Tcw8yniOMCcMyNHNycjgWf/LKsWHvCsMCPTs9zkjbkYoOLUi4WAMY7xkhOS82qtIU8ADnUB+BdPn6R7zSB2sDvhKjKDJNs3ETe+EX/r/7xf55aztvuCJAwFo8eEG8f9lNByO4PWKa+o5DAdwy8IkysXMGobK+c4BFRBeT11DQwV0XDQ1yNx6DwjsTigz/RcuNwRcZtHRqaQYMlSZ7EcVXHo3ouX0Anj/JhrhSm82kXjAwe72Nw8dpnXnaE6x8YEweyeUsjCzjWZYtXa8uI8MVfab2yFTCIw5JFdleMaO7yT2Xck6Us5qC5IZTi1Z7loaLT7Ihg28iRWAYvkx0jBdlY+907Iljw3/rW1+3v/t3fVR3LklJuyhU7Im/e2rZ//vZDDU54mAjBEVxRZiAVX0C+IS9aIQAru4bsDzm9kFrF/3dBIoWT/svJ+aTogJSf/y/zTleHub0BP4CdQV5CEZ9LkogAtzsOdQWBUh3ZsikZya1dPn3fVpo90TFGmmp3jBRdJY1O+GLMBKcc+OnStgwG3jNyeMibUIckZ0KG9pAMb64+9m1re9OvkuZmJb+1pSv/cdvZGLHp+U0ZK1yN3fcrqKnpUVtb0yLcPJRfysmmfVfl4uUZ7/PG6Kx99DEKiYyTgVFcIQOi6B/zDpUmJclVmuYQ5YVfqVRmRiBpY86Cbty7hBqQDI16woPxwU4o39IbGxuyCc2l2clROzMzYQtT47Y0zY4I8545TcqQ4OXER1ndq3iN8yM7IsJHDx/b/UcPbZtP09PGNLA/kRSKPsvqhUH0DMelK+NP4y9pAOGMGfrxnsSfoTuef9HnXbzFMCjnQ+7UIAW9iK15cYp0+NCRO9t7dvPmTbt+/bovugCPUV+98rzvCExNT+nCcsrHmS+CKT90ZwbyQHS1IyLFF/MQerr4Qh8Ku8qewCmJHrLqNJAxNgiT3mUoG9zQox1fD2K3InYS2AnBuJia0vzSxTVzj11P1o4oN29EnvAdEOL4cjPvrkEW4xvjZE/pidvZ3nYX44MxjwzWHGTzll/yDOOkkz6eFzsZrGuUDwOH9+GMKs4rqj5lfYN/bGyiWkPYRSGPuCPBmnDga1m0ieboGDoegyMuBlgnONyNqgDgZc3xJ2KHMZKUFYYIiYB+Ay9gEP3LgVScLhhYsj5lHlyPZMD0QNeCkaFHqWboR+XwX6U65YQxIyNGblh9dEYYH8N+ej+s1VF1JNvLdAo7Nuz0MCjbrVhE4Od10jk9xhEDkkGVIXee/9egID09C50q5AmVEWDQcUuEMvtTERpIYVRoAonQ1pVzl0GiOa+g4lVW8SNH00we7hnKaNMIq27NNMbs29/+pv3u3/kdld+zc6AObmLwaKhK+6Obm/Yv333st7q80UCVAZfy9EKUnPhu4ENsGXL9Knk9kGN7AcWRIadCqlrM/bXcbuimHy1H33ElQFn1QqShT5rWGF8TYcsuXbpo9+5L4YzsaEwc2t5uS1ft02IbVR+1bWp8ytPx1VcmdNv27KAzqf5CwWjMHCBvXGNQonn/iBZRV7yMV6UbHqFjGY/jNjK6KwXBlmtTY095jgo97YjNzG1ZpylF1Zix2XnGWNseP17TWHnRb3fyWHHUtLvf6FoMeNqUWzMoIDdEVAbGN0/E+YvYnLHmDcMFXwD9gBL0WzbiJ35U/pHRYXaBbbyBUT9kc+MNOyMDy2/RyBDhWzEuWjxuiyC1yiv3zVFDRFmJfCBDZMXu3r9nuzLcKA/l9Vfbp7Qu6xjox1PS+vkHyUWXZDhO7pN4s07KMMhfQqbj1jzeUO4r0w2aLxl8XiUWaYTwCLrSwaJ+Qe7jx4/tnXfesQcPHnnZWRjzEyZeF3WMP8kkfcqj1JcvX7az58/JSBkPUZKTgTzIhoshz02BypAgiA5UXBgR3eMZyGmyHx70d5bDjrgbI6IFortrQ8R3HFRuygoNQwRjAQMCl1sm8LmRrflCPYnb3t5Jt2a23cDI4OkxRHSxzO2XiclJnznkDR/rATIpE+1FvrFzwhe242kdug694Lsq5C2Z8CKDJ8NaWm/Gx5ErPa+0PLUahoTWMF0UUV5u66ArSDOk+UgTMZ/9wlxt4F//VbloC4ySaEEu3GNXVaM1Bhb4cwMUpRe/EKApelGDUHU/gh7TB1WWXpQut321ZEcKal8ar6XG3u20XIFtaeBwG4lbShtbm7a6tm6PV1ftwaPHdvPzz+0zWfif37plD3kB0iZXq7rq1aDhthTfq1hdXfPdlLW1NV2RakHAKngGUFH//+z995N+SXbmh2V5X1/XZnq6x2IMsFhgDYC1FJdGIimFQv/GrkLBoEIiKVFacvEL+Z8oQhGkaCT9sqGQQqLoRLMEFhwA42fad399eV96Ps/Jc2++t+5brqt7ehr9vHUqM0+ePGlv5rl53aXwJFF9U9FG1YPypuAAjl0VJgYmAtwI53jU35XoZSfpJmBi8OJ3w3R3C/JW3fVbnt8sazqze/31FRkl7+lsb7s8erRfVpd3ymuv8jTNloyCl5r04HFN+qnOcLZ0so4h8lIH9XaZm9kti/N7Il6q9bhsrHMD7F7hzaPzvq8j8mSRPp/d1bialaGzqDO2TRm89zX+Hmpiu1e2t5d0FnavfPR4ubz/4Vz58x+elh/9iJ2V+x6rGMcTC8gdox8bdcFI4gdPcRij6XJ5kEkyxxZtehOEfhYhpVOXsKOqgVFjv8R1cNvjsAWLNEbGRx99VP7xP/7H5YmMEcLwWewA7glGCR8YlMtuwwcffFD+5E/+xK7hMdAjQlPGRCs7RWQUNV2Mt2nQmqJobpTmJA9EXep47kgLvIwQL+hqP+IDEd8i28HGk4j2wW9Xsn371/L5f4vIL+RCPztJ3fFWjyPmpCgbGi5qAY7pZKSvZm0eP3RKH9GEOxBPmcmkHzRZ8BYtz9Kf6HcdcMJxgeCPULSA/I1M1DYIk6IjWQ1DqikugG3YIY2lN5Gg5s/lkMhXA80dqQ5VpP0hJlcHFPKyJrEF1Q0eSB50ko+iI8CuCPF4o6zR0S2omYC4/lnMHLp7KBsxPouoUZSe89Baiw5Zhsn88KfWXp484TlvyfsGY8INGWqrNPL4WiuezCN+tE0Nm0h0EZatMjcFKabRNOTxEX3QY5JXa6o6pj9G3WQedHEP18S/lOCG4KPjdZ0BPSx//mdH5WDnUdl9+WrZfnlPk+1DGbInOju5V5YW1uoNzjN+1fjCwoy/DfPo0WzZvH9SHj46L/cenJS1je1y//6RxtYTye3IgJExMr+lM6etsrKiM7CVQ6Xd0wQkA2b+udQ9l8ZtTQ5cQkT+pGxtH8hY0RkN1ZpdlNGzrnG5JhkuXcYN412dNbCyinRP9lEexy3aYMTrX5Xv2yVC/q+4JE+SntgU1sEkr3fzuKwSh1Fte4UjcY5xczs91iUOLYkbBgyjkJD4J5Jxp8l13UJf9vvYuGiReVwXqe8qatHyxuITY3FtOP0pN0YTUHBMZoz0ryaahGInfoaaa0Fn28+fPS//9I//adnc2NR8EpfLs8/zEp8mVsd5DGhS4b69w/3D8uc/+NPywXvvhozU0m/0auQwXhaXsUa5uFnuJNB2ZfZtjXM9BURSDBYibcKsg11+1Q/woyUNFNKlMcLYZO4mzDFHvGOcbey4M3ZhkNS6VADv+Gqld16KdZhyyc+6FDwnqzIRcP54BevV+PfxoZ/rVevh+M4vQhnFyPSO0xGmRD62xKPIUf7QxW5jyOMxEGmph0PD6JtS/LsxXM5Ryt9YHEQHVKIhBjQNXDIYUsiPESA3hRRMDjftmDho2BsmIl2Ry40LqyMdjpU4S7ce/wd0Wh8yCLrzopb9bRnojpZxh/cdHPqrVtRFWG4vMkAqjXyCemR65Ji0uRs688hf6AgpynTqSjtojGseIFYr1YWDoVKt25DGYP5VdAtQv05F5UD4k2yQivgl7EuBCpqFu9mPThbKyy22Pe+XvX1uWF2Tyodl73C1vPfuTNnZ2lSyzfJym4/brchY4IuvfH13vezvrpbjwwfl5OiBzro2ZKA80iLNSwCXZHSs+Yzr8OCFxooMnf2tsrG2XjY25sv+4fvl1VfPytraXnn99dmyvr5T3vjqbHn10WqZOWP35bicHn9UFudflPOTZyrtjgq8owViV371hceboDpQD6M2SrSIhr+ZFWLULg3gIp4NWf14Qfat2zH9Gm/M4SbNdbEjEmQVZMq/GnA64iQfpGNbkUzIXP/2hAkxeSqJz171ZwVdQQOM8U8bPo4qXYXLZIdxtMNQro0HGR5S4mIuNwc6hqTCqS/Pyp/+4M/K0eFx7ScZno0hgn9O0lwKXppf9FOVPAxA1+Ee7O6VX/70ZzJOuNHYna+fO/JSuAyuo+qa4UqByTEA2jYBk/Igxmq4+u/FmHFLxSIOP3qifgy/kAH246rOGCDsmHMPiDVKhpLiYqQALntSJI4TdIaebAWXwi5CyYtCT5YaVEnnCZCgL3CDF/FkkeXtlOo4cwRalMZwkH84qhe6pGxiXvgSX0wMD5TbIIYOiAN0Ghi4WObTpGIcSsojN3ifd2R5uwPtM8RMWeiI+2u4n2NhYVWzLddpuUOeG6nvqSlleJzfK/tHK+XkbLM8fX5enr0oZXtnqTx+Usru7pIMlqWytaMF93y1rK58oxwfyZg535S84vbPy/2HXy07ip8pq5I/luGyXLa29nyGucbrzJfmytLCaXlwf748fDhT7j04K0urh+XBA67Fn4RRod9tMC0V4ynanom5Ts61L5igMUTyUgxvfD1hq17EjdbtRMxU7umcyXFA537CTZNq3AClv5qPCsU9WXi/xGcItfd7771fnj9/7mDeXxHjIPqIzuGeBu6h40ZlaGV+QRQuDxU8e/bMl7fTfnTS8Pn/BSR7JHpKiklcc6CkkYGLoRtVirr1l21OPLZTlgWbcd4bFtIjWY4bpnd4XZz+8Hver7zQkcYnBkhfVlgpQ1zCBrt4GDYuF/6qj0Qcc9PQawk4X6VrTyKsX3H4ddIdBb4OXdB+C1jNQO9dkP5d4Jn/KUHaR393AYrdlT0CER4h/ZfDf9APUsdVimDKBNJqnoaMy3wdxCXIpZ2mrt3AIu8YoxMDvQWp0MnkMi4xDU0eAzhbDepREDeSjvJd9gullaahxvPLtu5bZRJdvCnaCOnOP4WUgTxxwEc9tMAWXrkumtNkNXtaTmd0psjZnr8jc8a9rGVuYcYuSvhGzOz8qhboJaVbKMenMzJK5srhMU9/3S8vNN8fHW6UvV3R/oPycntdtFFebK2VbXiHSzJwFsqLl0yUm3Ln/YXeU+lbW3lUDg5po7iE6PJOAXWf1pxTUxHheoc/+zL7k8lQ87PKpUlOdHTMDYFFdaQt2O2QjH5csvGCdq424+0zWp3gn/gNs5yJ0ti4yMWCwL0H3KiXRtAlVXPdLqNpuI7sGL+Vh3y5tZGZFtfyW+rOpkfioBZj8Tcij/uLBHgKjAX3448/7ngYIfQdHc2lb2afJd6WPcsJj8rDWFD/UAPeL8NN0X5yRmzusXMa6fWLL+u4kXL76e8YT3RvXSjd0VUu0aabgkGKC0ijIv1xmYVdOMYwIzUMEGQoFxqpN+SXjtEGlQeYw3l6BfgSS02HTudVec7R1c26hb93m3VDQD9tn7zwq3y16uiI5gtt+VRa9pc1qm69RumshiQylI12rkoc/4XZEalt9NmCTId0x2jVttm0/DFcJ/5yCcXWgZVSo9KSqWMpoHA8/XCJbqKcqE34SZCH1w2Q2U+hNjgN4/GX1LsDMiKLVv808umcqD42GqTW9ZMvkBYRXHFb0HfuP1EuvOd8NM8LMPpYqOFDJOAu/rgP5ER9w+YAj2Uf+WV2i4pf0+SxXmbmHsmg2SyH+xvl5dZcefzksOzuojHS8t2ZqRgW8hqwEWBX5a8DLf1xxqZJTv98aUWyNiIIa0I3T5MyLpOz45We+h0pfAxP2g+PeVKslMOTs7KzdyQ6FB3I2Nrx4/CR7y0KfwfIY/Cu0er9tPKYiinZ8ToFFkGeDOEGfdo9dgbipk4WXcrK/SP5okvCed8C4xiXhTGesJLBvbXteCngqKk5Naisrgm64TulkEM0bXeddkTEw6kDafpFP4wViLFdx7fqn3HA41rthKER8jqmCeNW2UyPAl/+cB6SVTtGGeJSDu3VgrjIR3wFrKMFaX3cSY8Dwc78EO/9EWk/rkPptv+/QIbIl7hLxMFxLWiQDY8/Ls1cN/mXuAKeXTlMaVDc9MOX439MPppsJHuRkNQEnvGklIvhwE3SNlBMmqRklHQ58GTN2byMnAXnz2SieUsu19xPZJAca+Fg60UyPJpnHbVIdwjmsm5i41cnwQxzZuVdDBYqTcZ+5FwLFpdneOLl5JjLNHFWeSz+3v5p2dk/kXtSdkVbO4fl+dZOefr8ZdnePSwHRyei07J/eOrHKXm7ZS4AX+LThRdJDbKXL7f8RBZ9TF9igNAHLJyL8wu+x4nF9YRLcL6f6sg7W2FiY1Ty7qh45xNP0uQrEKSk5nQdXHMkq4zXBWUIYyXSUD/8GE4YFxyprnNnVOiYpdj1skjys02ov400x8UuA7xWBwjd/XGTN7pSljyeQOQXl2Hc3sQjx+xhHdSBXZy+HUOni0eohis1clMhOcp9o0sznxcag6o92QiVJkHDDGkocxGjZRgvxjVAfpG3v4NR6VyDMSnOLCXpPGo5JdP5B+R3KygdC0hsXaY4g6jPY4LgK+0sZwtqJ/yRCOCmn+iMI7+Mo4A4Krv5QANcXl6C45v+kDGw2jVxSHJGfJ5AOlAF3Y4J+ory1gPjQj/qjyIMyXECqoZpTC7kzUHJuJN7SNNBG9BO1TVdmuBaOJdRdzK7pcV+X7o5C1pQK8uIOH5U5hZ3NEnxTD5nkvQgEzHvE9kvJ2oQQrPeBeGFc3x/5sDGRlyWoGWYtHiXiM4ez+bUngorzp/054N6ij+VS2vwMb14md2y4ub8yDo3evq5dXU1/TYr5uwZo+8i3NVqjmH/wAy3R06O3dmdwkx+mltVNiZtta7yIRr+mepAPTBE2NnYFV/rk+q8UHYP58r+0WzZPjwv7z/bLj9/vFN+8Xi3/OzjnfLTj7btf+f5SXm8zcvbdsvZ0X45O2ZhO/YlLIyS4xPGb5TBlbgF2rkj6zv0J1rZFi3/KmIhTgKtP2VaJK8tT0utvp7Pe1eClENDPVodYzQE+b//3nvqS409zRkarebPyVldWCx8UZl5AtAfx8ipn86PpY+xJ//+3lHZ3TsoC4saqxLd3HzgMePPSTBpcGwyP8k/K8pitGVCirIMSf8cD5DNNlUo0vJX9aSuBLK+FCTyHiaFS78K6EtMCnOzrQRjfhO/vV8kCCMDN8qUl2xiV0SqlAY3L9tIsBoz9A75yn+qtPBq/pDDkuGf61Z3qEjCyQjHm98VIpnoc80x6CLa7RLjp+OJSI8u80TMoWmgsL75Eo0kJ0fNl/gLCcbZpbhSoIcPPv4GB2EPBh5jUgfaTRT/BcXs+UF58xtPy/wcj9Q+L/ML75bZ+XfK0tpPy/r6XllZ2tcEvF0WNGv5o3ZlR8aADn5NyrOzuzIgnsh+mSlLc8tl9mRFJNdtLwODD9adLcnVqi3eXJH/lI9I1snpfFHEFMF9FIBJCWLCuvu+09QYPyZZEXNUuBlm8g2/F6kMM1nLWGACPjw+9qvZ3362X3764Yvy849flh+996z8+TtPyntPd8vzl5W29sqL7f3yXPRyd9+XZA5lxWB08HZJ3lDLJMoLnHJi/XVGLBSfb1BGdjB292QQ1gUtzuzP/EIsjBBencdXpE8PD8qJ6PToUAvuEba2jAqN0LPYJeAFW6+99pp3D3iJl+8Z0ZzkUTttbrplG6E1VXZz2tT5L0DdMEyoc86VuIQn+qrGwSMNUeEPORsKQuwawY/2gojr2lAuhkp/DwpykT7Gd/BAnggEOWoSlCGsEQeyqsjjr8EJENeCYOaBvi8NkS9xJS41GAYDDHBj2DRDJMVz0H+JyzE/e1Bebv2k3H+4W7765lF5462t8pU39sorD/fKb3zzfllbfV6++c2T8uDBY03C75SF+ec6k9rVGeRBWd/YKW8ozfnpc01UP9cZ4vvqScV763rbZyc6zykLS7tleUnGCLtV3Px6ui2Kpw1MFORsRfHzIl7/LPds1eW7ES4dRpqUmAA9CcLgz/+6sI0PJlRPuBgk54W3Q/JmX9kP3hE5Ojwq2zt75RcfvSh//suPyo/e+bj85P2n5e3HW+X9Z7vl4xdBj0VPXu6Znr7cKc+2dsreoYyYA15EKDo4lEGz57dVxhmnij9lTP864LplbxfFzxoszC9fvIjLMix0QiySLPQyrNXf3J66ID83qy770d2FsrK8XHgTKQNldWXVOwuH+wflJz/5iS9VsNjyBlL0XIrPqM5kE/WiyL0hMgQyxDDeOQAY+2mMEw5jQzyFMDDg+biox4d3UqQfP/nkJRdg44Q4DJE6vruncCiTxGKnhPl8UD4Fs9xy3DeJYV18XFdKuDYNjxOLX0tDhMpeILeOIkXUb1j5aXDKMX0N3QR3ka79JfBNyCSxNSgXXFZfZCeQwQk+OhkSzs2c24BruAz6Fm2Zo5g31F/786o6XqAmn0x/mY6EW6DqmIY+n8q4Jvp0V9PS6mm5t/pXZHA81KS6ULafb2rCWPWNlD/+8U+1OHNfgwyHma2yef+oLC1vl699Y7nMLjwpr7+2UGbnXpSvvLVf3vr6ctm4d1Le+sZcWVx5LNltnWW+LEsrL8r80jtl4+GzsnnvqRrpWXnjjSWlnfeLzxbm99ReGDIvVXBePb+lyeyZyrBfaxNo27YloGpMGKd2HO8Q/4y23obiraf+PKnaGIl7QfyCK8kwt+Ke2iCZ8a7GicYf94kcyKg4PDr2u1nw8ykFf07BxkaEMT4Oj0+9m0Ia7vA/PWEnJHZE8mbBFsN6TpS7wRg/eS0NMcZv5Yc0jG/RXz6YlIGfNOQNZcfotlDqST36y3Z8+oyxFQsmi6XvNyMNYp7qzjWmKSevB58ti4vzkpEejQuNjrIwN1u+/vWvle9+77vl+9//vndYeEV8V96hOwDjDBCbaSb6t0kXkpPI9AklFWpau8HrylORhgGU/eGw4iKp0iKndsn7NNBjGbdVtBfx3a4HpPDxcVzacXyVO9LxEPrDwKHNGfvwyJRjgIPKfSF5ntCxEUOBIIHyWEc9Jp1WIN/gByXS70sz1c/xDPoR+usOtYofSYXotEq/trhm0W9bwxjWF3EXTRaLTg1MwR1k8xcCW1v3yofvPCo/+fFpef58VWf7q+XJxws6839dbfyGzvwelP3dV8vJ0atl9uyVcm/j62Vj7ZGOg8Xy8vlSefz+gowJuR+clu2XmsRmD8vRyZOysb7sxXZhgbOmrbKxUWSwLMjgWSq7OzJAlg5kBD0vMwsfl1dfO5HOvbKq8KuPjstrrx2X9VXevHoDqMOnjbnrgqmrI01kTGJhnGCMxL0jzGvxKK8mVU14zrFOfLFlPTlJmvRjsiWeBW2GdOdxbZuvfzORh2xM/nlW2SJ13Raf5Vz1+ZsXozzsXvDhNu4PybbMsnqHhL/azvCTzrhxk5tW+VaX6P7mpm9Q/cu//ZfVdxgiT3x5pjNq/P8q3KCNJHpZz2dzpwuyDlnPDKc/XddPdSfGrsKpxy81Y8Bbpo5JJUWOtDZWRLQnRnVPGCcytBvDhOMoeGEEWi86OC6qPhtL9Zf5IZflS7j8oqwfcTZuzSa1vRWR8otjiDSgo6LD2uahyhd/nybQPqRrgf3wdKMyEU4kr/L938EIt7jY8YGJ8IVkNfZyITI0tTHkxk1OE8zq71jy2GrWD56Gq6qKPygyHtI4Iv0kTaJPGyW9jKbA9cTtJVsC7XhL/zSaqFGrpAaQOT050CSwq3M8TQpztMumJlw+5X9f7lfL8cGrZW97Q2c2GzJW5srOznx58uFG+eC9ufKnP3hWjvY3ytOPVsv58XfK8yebMlwelOXl18rW9nl586u/q1n/9TI/c6/Mz75SZk7eLNsvVsqP//Tjcnio8p2tyIjZLSsrczZMeInZwwdzZXnpqDx79rYvF3GPSfTgxd7JiShj/H/inpL0D1NWePyL8jgABMMJchRlxU85YmLE9CDqWJOjH0M2L8abWCKMF4wOJl8WPAyx0+L3jrDz4TjOBtE0U44P60cmyaMSaP0gwy19FmCs3AQ3lb8VyGNAznWEHxE4sZjylJI7Sr3IJQHu+6BHdRSoL300+Ec/2jDUj3HCnLO0slyWRb/45S/K/Qf3y8dPHmu875Stly/9oTZOUgPpNjAr5yP+UYZL5FuMdbV4ZucYblRQberq41zjznMC40Vu7iYAZDpjQ9pwY3RHvNN7zGIYMG6RwaVt1F51hwMDL/Xmrod3+mysyxjhe0pKc6Jxjh8dkRaXp8Z0PCiN88AAsa7a/qIoT+VRMPOinpaXa3+VNa+mSdkvpCEyFd7bG1IzQm4NGpUGHRCDcEDTc+vThQwDVUnkc7gpZ/KSw4D0LkTdViWcZGjgmAZgbfD6IDli2faMMiRSgIHSu07iULi+85x03HQgBlunsrOVVINOYesmKjLTH9/akbzK5DNQXElFbPpHyDquQ/rnekC9n+ZgLppKykWOqUXw6m8in0r6Jbo2Fy70Q0W2+8SnBqpcyB6V1eWDMl8+0tn5s3J6+ETle1Hm5p9pMniiM5zn5Xz2hR+hnV84Fp9PgqNvofDgwOzcarxHYX6u7Guy2ZFxcTa3UJ5vzZdnz1fLO++W8t67C36K6eXWednfebM8fbwiY+XrZf94thydrsvA+Wp58Xyz7O28Wp49vSdjZ7k8/mi57GzdL8+fL5X93XW3rHpY/2gEtTFP5Lit4Qcb1/3MsVanm1pd0zjQZQ0RNGhl/cyOxHz5mfzDsOA6MxJKrbM6Tb0aY3XBkizJKBlP3fD0T8ynTJ6asM+PytEJ29181VoTt+rhJ4SUlkn4/IxHlp2gSwPFmWP4W7QyY/E5HoZ8MIzLMTEk4nGnyUxLD4hr4xND2ZbGMCZnIm5Aihjlw7Wrf6e8jI7dJ/UfT/PFjam0O+1MH6Ofe0EY7CINdm7KntG4P5+VtOK+8tW3ysrqetnb3y/vvv+e+/3Z48fSeeIbXsmLf5GnQ87bRH5S66GKP4TCvQxOW72pjJzpI1wN2o7tAayiq17I4gL3ieJZyj03akLiaEIxBkAA2Tqm1R7M1zYO4KNX5N0PxeGPr7RLlnHqsRpvCo7LNJLDCFJqDBBcZNhJZE4+OT5Q+MRxtJ0SNKT5hvI6L8VzM7uOf+fr44T8pJt6iHKOxx9Nm3zyJI0MSfhf4ouLbnLwUXCHmKZOfF8emyqAyB2X5QuBbBOdhZztlc2Hy+W1N++X1dUX5ZVXD8tbX5st6xtb5cGjg/K1b5yXb32Hezi2NbnslfW1mbK4tKM54HFZmHspI2a3zM9t6eB+WpYW9jSh75Wl+YOysngg/36ZZWGdZak+KGczO2Vx5bjMzh+VhcWiyVoT2NGJjJL5cny6KsNkvmwfzJeXe/Mq2Wtlef3rZfdwreyzAHjuo9yaRuwyUUKfPjyvMZHZU5lTYDlNvjEZM2FGOsjb2GexcJtPWHXJbXCMGl9DVxwZZToITCwkDf82IL9Pkv62+FXkOQbO0nnvCx/6jLaAG3NX277RF1FudhRIB3FjMV/dXV/jo5G75Rc/f7tejjkrRwd7ZW2FG1anAN3VC240Q9XyGPKyk0OZIdDpapRmm7f1cgGqKgz32DmIXQ/m1C4buR6reOv4Y5ziJ2/f3wGPcSvKdiLh4aGOeekjvY0RjfMTyXO/FeG4v0SGiHh5cyxffEcPPPLwe0zU3mGoi8ib8lTKPCl7hJs6qg2yXVrcuSGSHXAX5FJfG+M6WmohzrV/dwKPmnA+Tbieg3pn3S+Ep9StRoenCzQwizicyXgGW16LbcFh47rrHxZ9Hhi1WSbBgB0QjjwjdAUopsqYdf7EyDZpaKh5LL/kQbHlXMPEVQJ+++nsann69LhsveSlY/E9mL29xbK0/FqZneUjeGeaUI7L4uKKJgQmHCaq47K+zpd4j8vq2mHZvH9QXnvjtKxtvCwPHpaysrZXNu4dl+WVfRkc0BPl9lF5eA8jYktp95XuaXmwcVgeKO3a+ouyuPxCfbmtk539srZ8WlaW2TZ/WubVGYtz54Wv9s7OyLhBxTkvmeKdJrxX/vpQEwTVMIgur33bRORkFmeE0f85AggyAQ4B3+mqbCSLxSwmTCZTziRj0pfX8pmx0zKRioYTbsiFjCfkOgG3lPyMS3mQ4wEkL5F80MolMjx0E22aMd15QyoYpr0Kre70j5H+WeY6cPuqjYB3z5S2Lbf7SOOcxZGuYQyoRe0nG3aE/WSM/M+ePysvt7bL9vaWe5G3sHJm/2BzQ4Z2PMbblW1aGStfNbGbcKim72JqOL3hKr62cdv68Gl76op/ckwwd856wUdPvkk2L984jdJqZGksBi9k0ePWqPKhmxf6AdKFrlkbbIbyc1sqlY0QxVMG3w8lrm9wtXESBgj34fgmbvE4DojDdRy6FMaIREeOdRUh+sl1zTpGGeED11r+fjR+DlH79Fq4iaxBguvSHYDBwy+a/tNBFpVFLkGnQ63fYVi9WEUvNw1O718NN/9BDEAdGDXcIUacPTlYDXh1gCZCapL4n6ItfdagpkO6Mdz+tQ1bv/6zSSlzQhPzvXKwf6+cHL1eXr7YFK2X99+dKU8fL5et5/fL+2/Plr2dDbXBPU0aG+X48H7ZfnlPR/5b5WDvocKPypHSHx3yRd7ZsrL0ivhzmlAWpXu+3NvcLKvLvKpdk+Lxss4W73mSPj7eV75PVY4XZXP9pKyvnJblubOyvCBDZ2VPRs2LsrG+U155RQbOg9OyvgHxUOVR4WVpKoBrMkScuY11GDVPSvRy/UgDMXbo+JzUhvDYs4wCFr1oHER8nx4vC12fpvYGuuyr6WroMlh3Reu/DXysMT5ugbF0yZum86Z5XSV/E220LY/t+mxdRNtxf0RmYYNRCx+LZ1xyq20rAV+Olizu+vp6uXfvXtnm1e7ut1jkuPl4QTb+8vJyN6b435Wxz8h593yiupBByJzKJ948wo1sJ9MMA8/N+mP+S2PQ6UVR5zBSALsTyTdQhYx4LPy43TwKKDdxnJg0ceEPXiDyoz3lsVGRxwl6wyikH4KHoYLuMD6CwiCR8WHjhJ0Vnro5jrRVj3dCIOkmT3RFmXD7RsH/uTZEvsSvMz7ZJPwXD7QXEwOkyWBGB7DmDeYKNi6PT3Swzi0obl5+Rcyu+ANu80uzfhHXeblXTjWJvdw5KNv7pewfLpaPnjA5yEDZmi+PPy5lZ2tZB72Mk+OF8vT5gtI/KjsHi9J1rzx5PqszyHWle1D2D14pC7PfKntbq+VURsr57Hw51MRyPrNa9g7Ysdkss4sqy6kmfhkwu2TITk5MvePoJkG8mghZZER3CeuVy4TnSa9Orm5au/ZUb0yG3YSoxmaOzDgmUBCTvpc0h1vDJidq6Dq4rtynjc9LOYY4ODxQ2fC14yL8lNlvUU1DBZ6ioLnZuTI/v1AWFmRkS45LNC9evnBadkq43Mn9DCdHR2VtbW1SfWKsSeqYvXZ7jYh5TIoYR2GERJlSJ3EJeIS9MOtYjnAUl7FGehZ+PoDHTacp67Qi4tiNZtfDesVEh1+JX3VZVv4weDAwIl3ywwisOx11fOelHi7H+D4ehf3pAx0XvpymMDsq3hWp/jBkIHZE4ljpieOrP3ZcHucwgl6oMgQOcyp4Gd0p6ISRPMaoHVxj8UO6CcbS87tLtJ3CjzyoVPL0LwQvgbrb/2NBCzd4WN/Uo+dx3k0w3agN/xkSWUfKUQcwrt9x7pVRYPD0qQBhbj5iUpjhVjPfYEb5dcBogUUODdxYJmUK5wGKDunXhAHdBJFukti8dJ0GBH+MaqksFPUVfwpNy48ve0LUihaEkteSJ6OE/Dme0s9y7nt+KZIwN3emiTY+8mVZ7AA/RTMrXQs6qONshSc9zpWQJ2yUUTnWgT47v1iOZMDMyYCYLctlfmFWE4nymNWEfcoTIZR2XulmZJzMa+GW4XG2qK5ZLjt7Z2X/aMlf3j05X9HkvlG2d9Y0Ab1RdnaWy9Mn6+XJi1UZO0fqMfqT9pGjX4JqgagKYxKeym45qFZygGjDIOTqPdATiHFlX/jRf84bNnXGLG7cHBdyGCR5Fs1NqPFiNJVI8dA5H8qbOSmHZxqnSsR3ds4UZrnj5l9vLyuBS1N1Qs69+lvKCbxFhqfxEx4LFW1cjpMkFhwWkwwPZVqkXGIoTzzU8lIm0fL7eMoX80seN0EXZVtqO9M8qWFhOtzb10IWj5XOa36gHTtQh/NZLYYsdixm9Es9+lAgxvLiYllcWi7vPX1SdrUgcswszc0Wmczl/PionOzul435Wd4frD6vuikv9aBYLpvKY364JvxjVOOAXf9FOJGy+ucwx38a4O2YcB9pnM0Rp3nTro5tJKkexwIf+zuTIbCg+ZMvQ9fUHpuMB4wAXsFuQ0Q/v89J7TIv3af1hlTy4CZUTRE2KnzDqNJz6YWvGQcv8sSvwjn++ORAc8SBjh0ZI9zcfbyvJlcZ1B/nXO5RPkcH++5Hnkbjq9VxzwlP5wR5N0XxrBHejZE/9Mc3rkaRDVjb70v8uoARhHNpx/Uylur6uk+D12etlTembVK++uVwUEUODYYKmrQBUiR9cqD9unSzvFvZ66a5BqIgF8B3XfigXJhxEvMsgUcHsRbLyJ/DGINEBoGprxnR8UE7vPFkgSduybPszthADFJucttx0OhpXFLXOcQLuZHRY2Cy0W/S8Gj918CI+NgiTjG6bftBIkKkMdWfK+FI+L1rruukllFlaRLku+PhwvidxLBsV2FMX8u7Kr8hkE9qkeGh+6sE7cqCubW1pUVUC6F4JwrDy+IxwhdkSLNA+5HTZoHzxw21wO5qIfzZL35RdnZ3rYNLO/MyROa16vJY6uHhvuRZrKVHC/dUXLdNsg39v2nL5HeunTqmYowmUobysKNAePIypsYc86l4lDvGImkinjjCWR+irEPjD6MHl7DTVfkJXpVJHm4i0/hyjfkY2eFnV8M3tiqOeO+SsDsiIh0GZVyeUT9WF1mMERsrGCPoqn15DUMkGupLfInrwDscHBw1/CU+GTQ9yHDQAasGtX3hRxfjQ3cxNciwsIGhY1aMsFNIxSQi4wRjxcS7MOrkawNGTso39OsMz1W0UzOZTgMieT3bW8dySUdKpzdJnRaznLA9mcL/lPBJ51rSc+z5+JM/qUXKjMX9KkB7qiQ+m+dJFxYzWpgwixszSY5N/AvzC97p8GKtfsOl1zBEXu7ulCcvnmnkx+7cgv4tzM/5dQJ8gwbii8pjffhZtIR3Q+zrc6MPKA99Qp2RYZwhE0YDl55mwyiTSxyy1IC0XJai/vCQsU794CGPAsfJAAA2TtAlN3nkn2M82wYXSjn0gbhMSf+EwYExwo3APObOS+VOZFTEZbBD9d+R8op4MRXHDbDskuDWSzr2X7IjkgWhXBQGatpvKlL2rqnFWHxLN4FSjOq4LU1DJ3OdRrwVor8S6W9z63lNWV2m4EUw4/qUwauTlw5u3LiRrE5qHPXI1f/xzoh2DE0S6dhavJjHZRQTrKnh3wXafK5CK9ulgSoiOF0X3C5tsCoafS1khHgXhMtcZ1ti7NqvWVjEZMPiqIPfbYvu2bIwt6QodkbmJTqnSYKJhIlDrDPOrhQXc1bkpz9GhjQE8xJ0ZR+WswJuH99PbP3kOp5uGqblE1CJpdd1Z1EiL1ck3Jp1xFdKWCvlDJ8n28irkVGYRY9LM5ypgz62L9tQd2IsX3AZH6Re3Ja68S/KePzpJgin28omP9HKjVHmlXlcRtMwJgvR7Fl7wryGnY8Vxj0gcUadAtRg3v8xrs8K35VZXJgvc/MqI3q0OLKoHWjxw6DEYFFUWURORggfceQY0jm8718gb4rQoiuLKX7BCLcv9yAhcjVugmqbTUDhbEsQx0QYXexo2BhQPAZFb5DwKnsdx/K3uyYYIICnbDRwIn01LFx02kFyjNvMk/GFnzbqd1DUVtIP0k25LCdhX0qpfsqSRgyXemxoYMzLuDhzv/EKgGMbkqRjNwr5UxmZsYui48kvrpMO0bH6rR+9X+IvHHKgGdUbvIZvcHBVb4cLDBJbjkE8OcV+iduC93Twif6FuePyxlsH5c23DsV7JvvkMCbnk52yuaGzP0209+7Nl4UFDLwDTb5cG2YS5ixoT/PER+I/U/yOzhK5hswNbUxqTAxHWnDPJX+3vZYLa3UqRsbNFfCYvJBsUFZEqpFDTFyeid2OFp5IK1Ewfqgn7PtthlAkRk4eFxeKcQfI47A9Hqf5W4ylS4ylbxeXsTSfJdqWPDjYL2+//bZvVsVQyBsg3aeK594F7q/CHqfPbJhoIZ2bmbPr+0lY6FikFTcnCXZD5iWoKmvMc/8TN3fGJaBYsC+pP1EZzTi5BBeaUeE2edST//HLBG2f9MeJxpndWPTZCfHuhVzviFQZQHL83LjKUy1huOQ4rbqUjjENL9MBXx5Jv/S2ZQDppz2JD4Moj5tm50REdmf0lfhcNiONX1LmEycuxWCQqD/ZIWE3pO6ekCZ2SKI/vjRE7gwMgCF9emCotNRiGL5bqF61anb6f0IMfgY2hZgoXxNOZKoh4HfEYIeUMgm0/nFMaKnU4jr8q6jFWDx0Gfr4Scm+pbhxEpqbOymHxz8vM/Nvl0dfeVle+eqzMrf08/Lg9Y/KwtoPy8rme2Xv6Bfl6PR9U5l7XuYW+VDdVnnltePytW/Mlldf3y/rm8/Lg4d7msBkrMwdaSI5LBubSzobOi1Hx7vKkUmHiVoTCa86970klEV8Tz7yyji6FiRmyf6f0Nfteuhl05cahlqYID1J2vjQpFndFjGZNsQkKxGqdtoYLU4pJk84xLa4l5EbIReFzwptftkWPhaFdJPfyn4WmMgtm5mdJp0Z//KXvywff/hROdiXIcJixWJGh0DqE27OZJHrxqEo3iwaLjJEzcjV7CP5WRkpMrpqHguLMtB1tn+oxXBneyuMHHQT7f+D8t0hcgc53D6fWPwxAlQrlQUZ11lgccaXuyTsetAmpMldktQ0PzfvnQfm3TQScjcFQwYXydQ9x+6K/CkTesOfY4J4CF6OG3ZgsowcEy6j/PC8yyE/reldEKXLe0AUYUPD/ao4dkpshCDnHZIwVJRLNk0W9pJBGnVx/DS6CmRBPq4Eeddwi4xPykp3YVc0qOVfRb4eDJEpZRVdd069ACfPenOmMUYj7dKkuy2oQR6QSfC4qbFrSdXT8EEaRI5J0SbypZzgSwDSg+sy2k6FUoZyR/k1duUiC5t2FOmMmpcOzc0vuF05BMg+SJa7ZFTKuAFTxebqplrJZzoQJ+TQnBa/pFlNNCaHdXBBOpNPPwdKUrZrEHUYkOugDEQtn9cVJ9U7LlS/SZmeXF1TAm+2VEvsRnRPy0zEEY4Jo/cH32Wf1SQ7mxMD5ZWrsq0sfE0NuaG2Oi37Wwfl0cPFsv1iq6wurpSl2eXy+iuH5f7mTvnmt3bKg/tb5Suv7/mpASbrp+8vSstpWV6YK0uL22VzY1tGyQdleeWjsjh7WJYXZZyc75e1lRfS+6KsrX1YXnnlhfS8KK+IXnu4Wx5uHpbF+SOVk/eGNGWfIPpSZYcou9rMpAHhide1kSsWD/jwyjbI/al4iFozeuLMUEJJOPjqwpMuIG8NR2cV5Yg+xB8DUEJWR9nUjwTkJw+eIDrx+OTtsc6Zkaf2V03rE2Dk46fGyKCCYwjkmGuRE/hYXPLauCGv5ac7ll/6k4bHAWmyLCD5rf+m1AN/jOhJugiPjnPMBPy08HHZP9guH/3yF+Xtn/yknB7yKnHNDfTFifrnVGNC4VkvlKq3jgfroQmYPNSnyOOyvwfYCVlkh4TLFX7cSaS5Zn1ts8yrb092dsvbP/qz8vE7vyxzZ1r8dFz4qRHqlHWbqJ/0k2FkaqLs7XzAwAhXYiKOaetIfY6K+F5KY35ei7nGHpeZ0E8XEZ/t212Koa6K9DdiFMVNvGdyMTIU6fxoB5rIx4OIp2vgYYy5POiDVFdfapQODBfKwJeLebqGMvhzBj7meiBrV/1ANXm6RkI2KsiPV+7zFBO5kJ8i5CIoY1Jp2BXhPhHCM6KzY538YLgcHvLWNPlPvVtSq98jiv3pgXbJAd1Zi7WxLkNrfLSERQd5i2ckPhbcIVWlXzAwMFw//64DJgRGQLZTcPF7XNR+yf4Z7SaYooxKWdr+LuAxUsfJGDwxjBJxA9I/L/61vEkTgY756aHPQgdy54/2iksxWvzO5k1xoylnF6tlb+vVcrj3Zllb/o3y7W//niaFh+U3vvW3yvnJqzqbXNWC/oriNsvKEhPvqnStFJ40mJk50Hy8o8mLCWypHBxtlaXV06L5WYxd+ZWXZrJzyZXysY6np2V+VkbJ2nHZ3vl5efTaUXkkI2d5bUv6ZLDwmnjvlnxOce3+iwHv46WO/9YFuSOS4SHG+NeZz1rcRP6muqfhrvRcF36ni8w7cp1Tmx1sbZcf/dMflJ/97Ccax9xXoPEvvv1asDAkCXvngzSc2FlTIPopCCOetQ/XlyIVj3HAt084219f3/Ri+cEHH5W9lzvl8Qfvl62nT3S8hHwYzVbK/0mM8abBbWpNPRzsednuuB47TT/k7gjfxGH+xIC0a5mQxYuMb2DVupf3jQDv7gkYFqSL+0Zi7C4u6OSQdOI5XxHzqvsFqmnRRXyWc2jEEo8LkUf6M43L4qKGbpA6/ZPry6VSz5tY2TXhEo37O8H03AQrSOxyW5H/Kl0X6M0Cc2AnRWTfERfQ5GMdY7+qFz3pbwkdSVXVtaDU3a/FGO8ukHondV9dYnewqZfGP1pCBJK88NWA08eAZJCQfhIqVbZpasYR2alxXuBxm8E7Dd0g9s85+H/4Lv5amFPz6lMNUophUv06UpjJCprgq8IXSHyfVQ+oPRtKUgLlXmkirpZhSOgx9X5SM1Vz2hN8TTIYIWfsPnDD11zZ3V4uzx7PlvffOyl/8scflBdP18pPf3hYPnp/oRwebJaPPt4o27sPyvsfLJenz9bKu+/Ol929tbK/95YMiG+Xxx89LPu73yhL879bnj5+RYbOb+kM6Vtla2uhHJ8tltfffKMsLn5Tk9Z3dJbyVtl6cV91fqs8VT5/+me75dnzBU0qqyrcikoaHxC7SE3bwxgg+MikEEz+er/p2qDlGMK1/UXhz5gWNb768l8eQ4zJnJgjLiZ1JmlSuViVn3A9bolshyzvTXCbfD9JWW8E8kmqwMv2/s7WVnn75z8vP/4fflBmdFa8srig4/HcO3ULsgq09PqMekEL5qLkvRmi9sFgyA5gVzv7DOJ4ZdeR92XEvSQ6Vi3Por5QtrdlfHz8vLx4vms991ZWyqzOws8PZVRrvutmq6a8BuEhb4AueoqY2ajBoWz2qE6qnwpvHi7wJQ/5FxcW7SLjeRKDJGUwJMSLe0PiRlRknEcaMvXyS9vfGDfwMEQS5AcvXfulr3VBxqHvhJ2Qxp+gDFmWNEDSuOH18oA0eTMyoPzI8GFDzoO6jKLVqn8ChGuhHB8H60W5KbBe/jHl9tqc3nkrMIFowChXTAI1+UXqgOxFamXpF9/D0HTQNCh1/0tduPV352jK2ZffMddEFXbdqHcMyih3sKLkzc9tK2u1no13ggmltTb0BMeDyVR/yaueSKMDouMNkFwfYNZFMs7aI7mTjVDmNQTGQRITGJTGRhIpTbSFa8KBpPBlhAx1GRAxQ/JPibJdRmVcRwi/OCLKnH7E3GbcQDp7WL77nVfL8sqW8tzTBL5dVlcPxN+RzKmMB85GdnS2E2eSTNrzc1xvXSr7+4tlb3ujHJ+sSOlqOdd439svZWtXehaW5R6WDz/YL8fHy+W9d07Ky+crZVuGyIEMlicfzZeXWzJins6Xg8N7ZWd3TZPFK+XZM77R8RvSeb8cHM+WE51pzi1S5lr4CRK/rbfFzPQ44vjLtoqdqfjFXxMWMt0YPK7VfjkuY0TDj7iIxm2pxmvsOcyvMlPGSkDNmkndE2cbVcvVukMaYiwu/S2/jR9iKD8tPIax+DGe20C4jq6phEylBMfTkycfl5/+9Cfl+TN23Lg0IENDQssyRpYWZXjMz9T7O+LY4GZr33Ct9PPS65s35Y9LAlbr/EKW3Q384qkO5MclHe4N+ejDx+WnP/m54vi8wVm5t75a1pbmZfzMOm90jAFu1Gd6PP8tl67lw9U/k9cbSKB9U5a6EMf4YiyykMO3sSA5P6bsMQnpT/U2r8r4mzLooF3E5H6RXOTTcEnDozvxFyhbxAbS6Bi2Q+oiLuNdHiGNnUyb8YZEmOsywC/jvDtCWH52awDrRV+6S0GypEBmDl2FkOPgn6SMc2En9MnlzFy/u0Zfg8sxUZ4okvw9/1Mo2p3A9XM56+SpsmKh+kyPNk3SYhL1yIoovlbKdbRM0HVB3nEw9QP2Whh0Sr9oN6TB2tEVnchh1hkPCiuJiXQdvyEmsCF5kWzzrCTz/fo0BS5fbev0S3uEZ07K+vp5ee+DPylrG7v+8u765ssyv/humZ0Xzb0oe3uPdab+omze06R6T3Wb2ylLyztleelFWZw78Jbz6tKezqy2ysrydllaOC+bq1wP3i1nx098HX1x8YUm6b2ysc4Ev6UJ4nk5O1FaGTRzs3uK27e7uKCzLvEKl2NmDrRgnMo9Lsc6m7wNopafFM3YusEwm4Yc53kGN4GqX7HqG/WSKJFj/EZj/QpcpavN/9NA6r/rfFh0Xjx7pjbW2bF0+342ZbEoC2JlacFvRV3ig3QyHrgxFaODucRPxchg4X0gy0vLGnssfPRTXz7NDiaMFRs4kOT57gxPzDx9+qxsvdwtL17oGFmRga68z06Pyvraarl/f9O7C0a2/U37c9BWHie4TRkBYZ8IM5eQRvnQ39HWwSNndnGYr7tyie9LKvo5Tou5w3W80k7oWlQbYjxkHHmRNmXSsEhEGfwXuxhRDCMNDNdFhAEBL3dEhvrwI4ebOyIYSgCVuXvSGR/qx9wRwQgRVedSughXQqBQkwuc2+Qif4R8XwdyI0TpsxEyr2sD+Uo0clIL5eJfC+XU/SbK2v5Gyjqdsi1qBmCMJ+jY6CgPrBvWWvIYG3S0CMNDxob9ZOrSY2xUMgtXgw0/MgpzXbVgpBCGy2zhOAflSJ8WWd7WyQ/9XGNFybkNBo0X/CRxMhJiuZOSA0sHolgz3HEl3Wh3/tlforgJdkDOh7KK0KJ/kCIvEONFh5Ep0pDW23+OG1IUYpIwRNIgsVECKcPZGc7igqKXVB/95ywuzuSgyJsbbJN4nNZU2wKadb3Cz4253CpJOu7j0LRSdvdP1B+HZVET9erqhg7cUxklc2XjwVlZWVspe/u75eRMdL4lI0WT+rIMhZW9srrxvNx/dFzuPTgvKyuH5d7GofJ4VtZXFbe2rclMRsic/Cv7Mkyel4cPz8prr2iyX3iiyf5xWV5+WVZWt+Tf1mS9Ux7eP5b8vs4iZ8rS/E7ZXNsqrz2YKa/e2ynrK0/Kg81jlZ36crug2sH1qUS7yFUHuG4mHVNRbxpLY8c35kqm+olwv5DOaYlX/0nG40BcXAYYejSRSER8Bhx6Pf5ibDOmIW7wneE1+D4mGJX8QlscE+flmDlJpeXV4frnuWl2ThMmuj0xO7cO3fi5ITKNyzdAq2+om3A/t1xMO8YDbX5DnQn4LaXs5US6aO+W1FEmZFiwOH54/ffB3q773491Sj83tp8hN6uxVw2RJS2iy/MLMlBEi/P+pMHCkgyLhZmyuKKFdnahHKqP+LAA42JO84jfFCx/vY5jnSzGj+7LSlc+O7sH5fD4tDx7KYNk+0CLomROTsvuixdlXcfW+oKMHY0NysmcBM2eShfNSZvSFrSRW2oEyLgMkMaKBDUVRltUqJb8C7+NqSbO+epYwYBgnmIORVg8zz1yucdDq7yNLNYkDDWPSUmm0dDuUjg5i7z83h2RHoyEzJcsszyutwJ+MqYyKVNbxvSnG2WNcYhsGiIgZNTG6t8q7nh4vFSO/qdtHF/TUeNrIBQHXQQHcf5auZY/7TdN5ydGNnRLyiobss2axufnEtXGbX+3R2Yy1HGRN1bcHBTXhlVWvXI8GUfoIupgCW+zO9KR/myEMXhhyS+KwRyTO0JxrEUrIccxEFDZK9OOBLnvAaMEnCqawajDRAdALNIszPZrIhgSi71H65CioSZI4sozlkLPZN4j4K0b4qjcQ4rlaEAqN3XLLOKfJkVNWEPCuMAIg1Spzn9mUiwkTSb5w3yB2IYOCnNGv/Olcri3VI7275ezo9fL9vPNsvfyUXn64VpZmvlOOdi+pzO/V8vM6Svl9GhTaR+W1eWvlpPDjXJ68Kgc79/TJLupuAeq21fK/vZaOdxf1ET2iop2rywtvapWWBOtlv19JpHVcnw8Wx4/2SsPH71elpbXRZuSX9cZDTexqixHqqfOLFmQl5aXxDuW/7AcHGxpsTiTnpcqOa/mZoKh/aK5PIl2LqOA9qSOjAUIufDT2Ok3v6aVYyQ//f5T3zG+0MfY5CVYfOOC10wr2MdXvZVZtdQgnqqYx3f1Z36M8yiHj40u9x458d4GY2ld50rXxVA2yno1Wrmb5HdTWLOy2t3hRXzRH85bxALpE1H9YvENeR+nCsb8pb6rFv7S0nxZ39C45JtAOshRA5+RQv9i/8jhT4i3sHJWzs3G9C3uy62X5fDwyLsrL2WIfPzeuzqGlUJj5qN33/FLt7wwV2Uxv/WAewH0WXpFlDnhtjXVcOW5XjUuwsoSg0LlDMMg2iWAkaA4Bf0iMzySsZz8rb5oW1KE3kjH3Eqbqf1rOVLG8opLdtcP4uVNpvjT0ICAy6o4KNNYlz3+Uxr+QzUf+dFjo8RF5xgL/aHhDtHtIrgQny940IvyADDVhoGIy98XHR4E6iN2QFxjBqlc727QDj5zlJ92YaGtgwae/foZnImQRrqcdhr86B6Gh1Jq4Dk1Y9oDW4RrvgY7k8uQepEJyp2ICZJGP+Irmp3hTCfoTAk6w6Ahz2YDoozIn1aXckGxbxF0zsfjRHwRt30EOCl2QWo5lCKJuif1lZF2nc2x63J8wsSxqolguczP3dMCu6SDfVNifPZ/reztzpWTIxkEMyua4M/K3rbO2hU+OFzWfLouw2ClbL2cK0+fKr/5BzojnNMEPFv29sSXe3y8Jpll6V0rx6d8UZcvl75SXryYLQf7G9K5ZPmTE/ySO5Vhc7quM64HMj74gu996ZABc4p7zzrOis5W3U603yeDW1rtF9p6v+PkqLWCgtXBE5oGi3flpiB6sdeJy2QNfPxLpyfsRnfMGTn+P9/IheJzgaYoOzs7ar94yrFt3JwyOMZXV5fL6tqKdwDnF+dF7JToLF39s7i0WJZXF8r9e2tlY21V6XSiQSIdvvQfCzRGLvMVcxF0cHCofHc9t4uhXDGkF22sPn/5ohwdHpZf/Oyn5cd/9qflo1++U56890E53efJsW52a4fBzVDHSi7eGAIQuyEUk8Wb9cfjWHzvZOPC61zViDTWFFhYiKdf0EUO1M2GgAJpHJAGEE/YazE8ZMjfcZKrZXCE4u2XGH2UZQDstJyc8EI41YG8BJdfebt8VTbjSUU+ecx070qpNUm9ue46nTl3CfJKugGyQtAY2viraBpsQQI1hBujNgid4l/lZ0MlxvgKTfCH8UN0MvrdBqS6Mo+B7miLmm9NZ78HPeE4ew0jQzwRgzH8ij/TpFHjfFOrd056Wba7lcB64nKOXCAWg5lB5nytSgPzlLNWaVKyxfNjfwWTfQp2BOZlEDCV8G4J10MFYwCzNQ6xfctry2Xjq146U++Ib2uyJQmfG8+4zjyvxArP4SpO+iH2SOK9JDqoznpaVDkXdOa0oILhOqy6z50dlfnTQ7sLKq8OR5Uw6Vj1D6LuZzK0qBduNYUUoI1iaY7r3kGqmAwYDJzib2RAYmp88uImLYxzmggK32c40lkcr60+VMnxH8iNMzbfs4KBI+W+k95txqO+ylNx7EDRZ3w1k3jahbaf5S5T5bu4uF7m5jWhq91mMaZkSEBHR9wEx2THjW+LSrNUjg9leJ0tFOboQxkt3BB7JN7J2ap4vJ+Em2IpD3UQqVA5YQGPAZU5JuL+GBW3C7cE+m1tJrjws9BYR3WdT8rzI0680JHpI/8Y/+gyx5RjmUmWeF6HHbwwPBjDLHC86TPr1SJ0Rh2GyLokXYbbxCcvywCm6RkrJ/4xmoYx2esQWbNTtbe/5/mApo8n89TGnh9iIeJekOXlpbKxsVpWVmV0rCyWlbVlGyDsgrz55ptlfW1NMrPl62+9oWOYQmmMqshKbh14CPtJJ42HJ4+fyfDejnzFX1lZKg9feVTe+Npb5VjH6c7+vozzvXj3iNIe7+6VnefPimYQHb1RLlfA42UciCTsFSPLYmeCr/GjgMeSSeVljkBQ8Nh2IvHrvRSMOWTyUojrUtEdA8ioHUmXQE9emgGkbWuBfuJ8aYRCUU8R4z3LZB3idTdsC5QjjMmqU5TGUdYjiwGPAHyOIdddefLkTMpSbnRPHll/wZCN8UXCdevkCdc/jA2GaLVOMS464nCuspXCyk2XOBkgSgdPCuTGJJ6DFM2O0+LtPDQQsQ9+6xv3y9/+zVfKP/OXXjf9wbfvl9/79mb569/cLN+5t1C+vTFXvr5WytdXzsubiyflldn9snH2sqwcPS8rh087Wj15IXpe1uTeKzumzbJX1mU8rB7vm9ZlTECLsnIWuDN/jpvadIBVcj34UVhVGNf2lRZpnYPo4GHxxuDhzv4F6ZmXjgUbUCZLyaCRrmXVbVl5QJaRIdTeT8JBv6A2m9fBuKh2WVJ+kDSWWR7V1Uyal6LmlP/8+eIkIXeustjgoZBIMnXOqxxMoBhzMmgg/OL5xV7Kg7w1tYiYfAjjckkFigkp+CFDGkiDQv+Q4U2sOQHCo1/DnS28lIh7UWKSCkifZE0RNHU80RiirGpt/aOWbrlGFK+JrAdIle5Lu42QvN4JMTHWq1+JYrzmuO3ToQ9/Tpg3wVj9hrwM447JJy6L+9yiNj3GQLwzItoxIuhTjTKmjdq+vGBrbX213Lu/UVbXl305cFXh11573ScVGM0rKwtlU/PD17/+VR+XZzNLZXF1pazd2ywbD+6VVRktJ9J3dHRcDg5lxCsD7q/gZlfmqmdbL8vS2kZZf/ConMqQWVpes+GyvLxYHt67V1589MQvPpunXHUnoY7ei5joE/lrmP99DEdTRWXSl91YEi+NBfNj8NmgzjHo1kI3fLn92Ox1w+rzFFKuyhAHwfNN94QzvVxT5WGYJzKvBIaI14kqD1o/cB6wcM2J+sLnLbGhkzlE9a7qZ/7R//F/0+U0VNjjZgfgbdDmPaz8TeHUY1Xx5B1AhgMBjIpOKcP0NhpD325X1cnzekXK4sQiLjcZoJmB28kR/6kPePE46LXYxQCIePRat8g3Dckl9ekp4YjD2D3xdVX40Fk58gRtleGqDSgCL9/iWu2ZFs/t/WO/mXJhYbn8/b//93Vwh6XO2Sxtxo2CcakjBiLfgphVWhZywK4Ag3xWk8LpIe9K5CBRJgJnD6dKc3xcFwpzA7MLi5bzZabaFsRryNvvvGufqUSuADqw8hOnTGg1/dER30I4Lds7B2VrZ7/sHx74Y1q0A/HPtg7LoSY4vuKJLDjXWcSJDBTSzcrvD1EJM0sbLgvpcrIRVydyfJSOclSWwKF/qjZAByUlLm4UVnimLu42jCQjHa7pDMYB9ZDuGeVhhdRR6VxltRclMJ+JCR7/7HGazk8Cjo+GF82GPsouHrst8tPvlIv7fGKXijTUgF5DR+pER7S/ztn8dMTSguqgtrQKlzPq5hS1QcgNjhcotYev82swnpzEmZkNBkmQG8MHVRiXq7LPVrUovdjaLTsHR2rz0EU9POVyLGkxisWQ7GIsuH6nR+Uvv7VRfuOVFfNmGQunx+Xtn79dnj17XH7vr/22yr8YdfG4jnoltbiM3y46GU65fowEUqalRCub/DZ+6E9KtOGW32Ion+j99EL0WQv3reBhIPrRD39Y9ni1+tGebxLlcjCvY6dvMVBi/JxrbHBPEuVSHD1Wx8PGxr3CN2h01Eo3X8/lhseN8u4Hz8rO7p4MCBnoOuYYI0eSe/pyqyxoWK3JuDjVCcmcTgjQf3Z+VBZXVst3vve98pvf+375r/7L/6KcnxyXVx891AnGYtl6sVPe/uX7mg9myutvfqXc//rXPE9EOfp6dj7aQYEcjzmeODFjnJrUGPFQRoRP2H1TeH8vdoiWl5e7dDz1sq95hZ2f3b1dxa34fid2HGgX9CDPZS6eCGIOWlLYbzlVep4IOtjXydfqquMWl5bqSaJ0y8/uD7qZt9AJmMvQtau4NaXjWOPjg/dklJEP+SG7vb1tHmnRt7GxUV6+fFnWpI/xQL2WlAf5Lvg4mZVfJ4+S4z0i+Dc37vuyGFihrMhq/mben/l3GkMkF+ZPhjjIr4NpBwAVvS5y0F8LjSHSIlXoEOgDN0E3UWe5L2kDiXhxGIADM9HWH5/DbZs0Ez2DGSADnfCqZEfEgQ6lvpRBq1+/K69fGSzXb4+UKowSeGGQYJiclUPFO63inVqGB3Xw9r864PxsvmzvnciYkCGyuFD+/j/4+z6A2wn7jEUMf21gTzheJsb65PpjaBqyzi2CdZHfIzt/XOay9NPyo51AO6xa2fS7HeWHsk/B850jb2ty2YDH3TjgD2So7auf4R37rZQhO7Owqv/oiDBAE08awMxrzuZzZiO5yL+WQXTQnwxVPVxOq8atQH6+B0z+PcZazSzPlDgH8sUoZeN7L8iPvNXfS5qgOMuNnEJf1+J1oibKl+JUVsJxiS+MEQzedlsf1TxFgCxbyguy5tdWlsuL7Z2yc7gfi7VkXGfpdckyH+cZZT/URLk4c1S++9p6+d7ra2X+/FhGIfcvnpYP3/+gfPD+u+UPfu+vlPXVZemqhvWAQOtPTItPf3uMJCWG/DYODPlt/FB2aLi06VpM05GXx64H0oU8BsjbP/25Fp1djR0Z+RgitL/nJxbJ43KoxW1Wcyj3iPjDi0rOTiJb+HQRcwnvA/FrxplzLLOgBbOUd9/5uMwsl7K5uap5i3fpzJRnT3fK6vyM+osFkRMcel79eRS7Mq+//nr5O3/n75T//D/7z8uTp0+lXwbLCbsoRzJKHrkcG1pgX3nj1bK6vqFjcLvsawE9VHlpR5/QDMCJEuPJJLm4xC3iCR2FmV9xPZbVBhgc1IfFO9Phh49BsLu7a4OCY895YmgpHTwbIlrgMWYwROLYiXemMFcgsy+DBMMGJA9DBMOBMPkRD29zc9P5YciQ1/Nnz8qrr71mHQyBFRlE29u7NiqoA+kxXigHBgVpMGjQHcbFgvtsR8bUxsam+3F7d0cG430fz1AaIvM6gWPN+NIQEVKFDs0+cBN8ioYIyO26Ds2k4INayMF8rMXB8IF+iSECX0lbQ4TBzIQfBgi8CB9ILtP2C6ZcHeTnqvvZ2awGHU9SxE1m/+B/+Q+8MLE7wH0eblSaSP2dbeyJMJgiR90pop6TCNZF/jSM6xhP37P7+Fa2HevJDydlaNfJNGBhNs5oYGdbeuJRB8E3r+rGm5NSgH6GuANeZ55asLsFSWMox1Wb5xErsJCldUjxNmLk5RFiy4v2NWacVP+YKJ2v5M65dq84xgCyTKanWjji2xZzmvC5IRDdGmu1rExOTHB2j6K+6OBMzGNT/J0jJjEZX5JjEkM3Z1TsinH5yy+oWlooL7Z2yoHkAyy46e13JMiHcvn4kR5uP/7ma5vlu2880LGofJTu5PiwfPTBB+X9994pf+P3/2rZ0AJFu3nsDgi0/sRYfIYpS8tr41p3GJfIurSyiaE/iTZrw0O0vEl/9NP1QLqQf/LRh+WDt99RWx9p7PDBs0lDhB2LMBDOyr0NboiOWQEdLGCoocyMG+4j0fBSxZVO8w9PdvHG1PdfbOlMf0mGx0o5PDgqjz96WlY0D8HjkguGCHXZ2zswsWB+97vf9dn+B++/X+Y1fn7rL/1O+c/+0/9U4fc0pubKK49eKX/lr/5OeeOrXy2naucPnzwp2/t7Njg4FoZoDRHqgqt/qi/HGQY1x6X4IsYd45dxzaLNust4xKhgR4NFHgOBxRpZLtNg1PO9GYyUHRkN1OFQOjAmqBtyuSNB3P6BDBHVizgMrFz4ccmLtuXJIYyJzXub/uAgx/DS4lJ59vx5efTwYTnCYFEZMWIwRCgX+tCDP40djA788MiLcUm9vMuyzhN6pWzJmMMQoV1cHunkA3jo4wRl5t/5h40h4gF0TXSphIlksTAGLtenMozCnXhNaDxeHyOGSJtcw/WqIk9B6s26t20wAONzovEC3hGvYDFJIBmDOsJGI+yDWkAGGjNESGwVbteQ08yuuElDxJdoOOuW6ziHMUQyfUPORFAcj9Nt72pCOddksbRS/v4/+AeeNBjYXFZhsPn9IFop3bz4IYeiwbsF8o4QdZ3EGG8aQvR6Otweld+O6Va2Nw6GOjJdtEXENenO43IP8dnX8qGk46U0NwTDY2Lrzsj0w89EDjJv3zTr+FiUO9R44FiFeXMr4pF/rSA6eecHXsYH+RBPf6svzaHOtTwnZyfetZAWx6M9FvVaLsn6konYs3XhcB3ga6xSxnneryJe8GNiZxJU5eQvZUleLtFsbe+VQ+ly/bNsGsfHWgQPNbmSjicqjnnUVxP4sdqNr4DyTokHGzI2lO5EE8upDKbHH35Y3pMh8jf/4K/dyhAZMxaG1MokZTjdlg+m8RKXyQ7dFi1v0t+Pi6tBOrW62vGDd98pTz78qJyoLXlvSHwIre+/41Met+bDZ8flwYN7WjwxltX31WDJRdhGs0BT+YOQ9vNG1pXyZ28/L4d72+WR0nOp5fnT58obQ3i2PHi4aZc23t3dKx9++LH9Nmx0Ns4lAw0NhRe0MLJgL/neJIyUN9/4SvnWd36jfPWtr5WFleXy0dOn5emzZ75birq5eWqzqFYx3kSUO/3eEVFZfHmm1pkxx/0ruN49UFnwk6cX9Lrb0Rkiyoiv5lI+jAIu27BLgUHOC85oH4yGVcmz+G9UI4HXunPMsVuBLlzyYK7nkg+6tra2vCMSj72feNfj+YsX5Z6ME8pM/mvStyNDBB0cb77EU40O2hFjhB0V6xGPOiLLjgjurNLw2PSDzfteE/ZsSPEYNmPhzOm9NOTvRpA4HdGM1QGksZEZo88HKGfQtCbI+KnkX8jdFiR18kaFxzgDXk7GT8timLdl+ZmP26btA5PpWFjIlYOo94fIJE8jiJVPPBYxFgqe8ogbUtltwaCxIaT4OEuX3wcjaYNCn0iTXDyRk/p6dAf0DalFz79aX04WlK3ntfyLaaR10L4BolIm44eUYKKljaKteuJmynPakkswiocsqzQ+C2uUYRjM+p4LHlfmiQ9egKQDfVb+c52pnB3ahc5ODqVKZzwi7t9IWlBfJC1K7SIWiOrHRonfjUJZIeV3JAMUQoPfpqKFwY9ES4BdGBXKbeDP62tCPNckNKNJKdJHHbo2lDgLBBMVYepO4uwH4LNq0SlE2TVWTk/2y9nRruqhs9WjnXJ+vKeFRCU6k3uuyXjmoPAKrMVZTeILp+XB6pxovrx+f6V89dF6efOVjfLN19bKN954UB7cW1WeXJZh7Mr1IqA6UxaBUvh4F6XxkEj+5PEUuCyuxZhMm7aljEs3/S3gDcuZaOUz/WV0G9B3LExhTLq3O30YG76XyuOr+N6OQ24wFXkHjH4XHyM2jRH623o0tua4AVz+0+ND9d1rZVbHyPaz52XnxRYDRSNyxotuDB0Mdu4fWi/f/tZvlDff/Fq5p0Xxt37zt8o3v/Gt8r3vfb985Y03fB+FjVyloAxPnz8rP/3pz8qPfvSj8kwGCGf0Kg0KPSbRjbRT8GdGpRCiceWZbEfqQ72Ih2NdKHCkyoqxVv0OVzngOaHqIy7aUu1Y80QuDa0IBeA5LbKC25HoSpwwwou06BObvJEj//Q3SF4er7ikzxMbysnciRw/lIbrSOeJxzvnwb05QmHSl/j8Qf1yoWum95UHiygCDGpG4sAVxcLQk/7Z8OBTz0zeLKZswWKIMJHHDkvcTBUUA1Z/Jp/piLy4VuplyfPXA22Zx8o+jd9DfNp5SLXdW+qf/JgkbgS+QDIQ8r0nZzMLnf9UE/mYvM4jL5AKrUlfi7KIR5+T2rzV8R1lPdu+nOFGW+5uPdMScS7yE0IYLUxWk6Tz04647MflP8g39IrsaqyazFM6uUzR+OHxGHVS8CqpqI5X2nzpnOvC5MlwVn7xmHmcDdqArnWiZN0xcg1cVxbdl+Gq+OvgJuW+K7AI0YYaAVoAI3/qYiNDVaJM7GrMzou0cPrG8APefDrZ3klc2sPFyD3TWDpXPx3s7JX3f/LnZUZpT/b2y/H+gccjJz0yV8rCvIwLxmXNjx0ELlkopDPxpXL//gPn+eFHH6n7YyE9V8aUGUN/W2f173/0YfnhD39Y3nnnnfL0yRPpYWGndFP6BQE73bIbqHzguFy0xeb+D4N6K867QopzimisaBPSVfI9WBknseRjROFal2Rob8fhl07vMNEmtXS0lXcWBfT4EV6lwZihHQDtMgQ6c2ymoQMmjZK46QzjJsoV48JlcxFJI1lLVaDy+tT/JkHlooLRowPq4qExqMFsz06nVsdYPKSmCZrIuwGtYKrhAdCcvyvBpZK6aCDdph3+4u/ir20ev/CrK18lIq6BPOCtx06mlc961D7VhUeJHa55dK8v1wTtdOJ7TbRk1DEIiCMvg86v7WWhUtzpMWesGCHsjOROAmf7GpS41XCBdBQ4jOtHKpkOGNAM0FBuivxdogkaRy/hJ0/a/m8bOqnyLsheE30x1Q4TFAfkdUj/emrQ71UwQWpigNx3SdEy0Jza7QKpDKmBR7PTjzkyp/6AZtkVqTTjjWeMjJ4wKPqFvKexejCZa+k2TRiXMlKz7/u+ZRJiopokxskZpPFxdi7jtoYZX0WURhHkNoYvN3bg0K16arGCZrRYzSpLf2VV7SEhu9y0Gq/9p5wYOqjATxZyuTlYiyj3xCjGdeNYwI3jh2AcO0kg41secPoRjMmClndZ3BAZ18pMkwWtzJj/NuDwgRi9HPuMTpl7+jG/8B+Dk92SuAch26x7es/tzdiAr/IQj1/9uTgno0W/Z4+flQ/e+6i8/fZ7fhsqJ/G8ENCX9dh1U7rd/V276k7fkMwN3tsHh+UDGRNbMlr+63/yT8rW7k7ZEa2vrpYHm/dcNt9TdXIu+UPfj/H48ePyy7ffLv/Nf/vfKI9SuOHa9XIdK/Kkwbzen72ebiaivr5kqTFGnmk8dONLCThuzNMP2dTheBEu5VCiyLbGwUvDIHZeIg4/c3K8d0iyIn8oT+lTnv6wAcLxYl6M/dbQaEFcV2bB5VUYoAcDi/5bIB+MLWQVh34KgREEr31q9I5ANkHoHlKM0KQpoFKXUZPH2K/lt7ItLnIGGE82BdQsDhwPyDbtgFymAQ/K9oE6fuut4SHo+CTaxltv8qIneK3hoUNY8RhqHg41LvLVf8Qshz7iQkds8sGLcLjokCyGD+kYTAxaGSB7O9ue5E983RHShMMBV40NFkJTTWp9cimF89EyFu3JwGWRicUp/S3F0jckjJ44QNBD3Vw/4AyVtMabuvheNvihTwUX0T49r6WIp7ykYzEMmpSJ9JZJ/kAmKeqeRFsE+bFF6u12SYoFFQrtkwSXZoBUgI7YoWBnwjsU6uGkthxhTpAv+dT2bom4Sn0b9NTGZ7nDIE1Sf2s+GJJvhNZY8pmTSqWquTIYGRdJcq6f/JJlZDlN6oFHX6Y+/DWMTsJ+XbgnYeoo1xSGdEy+6JImBmpFHAc9tZgWN9SRSN60uKSxcIuWN80PMn3yL5O9HdywUV96QEHPPnJZlOzXwe/LLbSv/piXkGfHQill6DJ+6CctnC7SeVmcXSpPP3xa3vn5L8uLZ899zwfJfS+b5E81pk41Bv3NIOlaXVsvR9x/ov6FjiV7oMVweWOzrN17UB6++mr5m3/3b5ff/4Pf970aW9vb0kW+3NMknTJIeMvx4dFJ2drZKR999HF5+PAVCuPy9G5QNB2VDNfjSH7HNm7XxnJzcYeTfNoBeEdEPO+WEFf5gHYjLmVBjq+M882+QuqljRnTzqvyvRNS0zmt+BgQLhdCikMvaUHKJdr8AXE2aMSnf9kV5wBlloljLPguo+Td/1IR2n/NgFWddBVYmC9S35BfTIS1HYMmB0+NqghDw5GeFEJGYVsH4fYyBCO+14sfTe0BGAbGgc5EdrZe6EA60iBkl0SLBDskOqAYmNwUBeWlG+J8f4QHKpO/Bn+1lOPohTjoKmuCGPRjlIsdB3qQDQSVB0reJElh6yd4A+Lgo0xdmHoMyYWuMjRs5wc05CVUZVsVsRAn5eLcUh8fvzZdur08z/yb1CfsBkBxeS38wb+E6F9f1tDCUF2I+cZzjvL0498i+rnX25N30zQOPDYYFyoXZ4zmVWKy60hKOZtGX06CkOOkD5f0IU8402dcLxNliLGKv+2zHPfAvCmYFpdpf5W4TvnvGsy3MfJoRhZ4tbWOb1xDRcq2jUWQvqOMipidL8eS3dneKz/+6U/L0xfPZVCo75QIgwGt9JFSe4Hj+zJUMXaVZfp6PNW+VT8zluh3bvx88uRJ+Q/+/f+g/Pd//MdlfnmpvPqV18t3f+s3y9e+9c2yvL5WjqSc99FsHxyUnf3Dcu+VV8vrb74ZbedmHLShecI12jbr6/JLHn+2B2MxjQYqQ7yp5kd72qAgTXUzPnTGz5enpIc4dNK2jO0E/DQ6yA+iCn4CTu3kNVY8kHKkgYefvNLtyiu4LFU3Lmjj4ScyfuYf/cP/7dWtNoJs8yEYEAlnomDLa71q8uq2QGBC6AKoeIeR0jMAr0TV4dxu0QLu6tqIo4UQ4jriJLzIZuO31eh0hQxgSGXZ7FQZDSu7oE3nAxwLFJ7+mIQ1ouTt8/TEWsMMVF4kxmDyy7Q4YJXkmIlZE7sXBcl7UZHL4PTjunZ7y5fFZ+slr1LWgTEzV+7du+/BNgMprKNBkwRvGI2DLzE7v6RBz2vawzhkImHAct0Ysc4QEnB5u2Km7mrd2KJzigfI8m4AQJ7twdTpq7wWxGR8phHDOjLj1vjlEbRM44Ou+qtod90VWB9xTXynW+AaKm1A/OJivGwIkA7dfnJGYae3XJSj7X+ebIh86PuYIEAr0/kZB9XPgg+QPznl7ajqW8UxYVuH+pz8kefOe5L5GrYMO9rDCw1MES4//IwTF0bAGKU9IMYgbHTnGMr0YkpS6SKZZT0+XZbwe+HJPCUYlxOdtKyuLPuJg+Oj0KuKyhW1x0yOZbk8eSCV1s+ChTFMHbnJknsH9nXW/eTJR+Vv/Y2/Xh7cW3e93QdkJqQ/w+CqMEge/ZVjLd1WPv3DcPpbFwz9rcy0OND6x9G3X2JaGlpbrVxO1IY//eEPy+HObjn10xSaV2q7R3vL2FN7y1sOjw6dZn19RXpjX4unSVaWl+WfKT/5yU9KOenHS5v3/MyC8pRuWB6Pi2Vf/bqyvu4nSHYP9iSvBblLonF+dCL9pTx6eL/8/t/4g7K9t++d229885vlvXffK3/yJ39Snj7fKnt7fOH6rLz66ivlb/zNv1lekfveu7+oi2qMP0CdcxxnHe3nHielZ26m7DF+FeYdQMqPx2fv3b9fduu7QTCQ/EivxgLjj6dYtpGp7/rgcVhOFJg3mBd4TBcZPirIUzCUi2N3qT7Jcl+688Vk6PTTLffule2tLedHWXh3Cfq3tnkMOh7R5ZX8PAWzp/HPUy08VZSP6OZju5bTsZZPyxCGzyP3yHGs4yeetsjHfiljjnvSU/67N0RygEirBwwzxFRcHNyh+bI0TR5TcJ0KtTou1zYF1K/LaTzHsWKqSeo/oRFggCZoN4Ahkk3kvGqy2AIPpCyIM7gY6J5s5fJ+EmRSDj0OE68DxhOByFubTBCdARKGDYOeRU3e2C7lerp15KSgyUSGyLNnLxznOiHjqiFLnpr0uMAjXizqUW/Z6JJjmolJMSZ5DtzQ08qiy9+bUZgff8D30lR0Pqe9aHX7f9NeibYN0095kj0WD/AjF+3Q8xOtIRI7M1HHSdkotRdL+K5fD/dhrWPmZ7//Z+oA91EAl0n63FJu0yotZ1kLdfhjfNB3NVunC/3R9g5rsgh+LJLIAwwQ7D74uYBSN08wku9cGVjc/DY/F9vATJ68ctv6nCdli/yQxd/lWdsqy8VOVvr1j+TSJ+NmIYxc3q7JS52oELsxho6VSBOj0HqosBoD3TGpx5kiu3SUkfc1YNAziR5ogdrb2y6//VvfLa+98lD5kSt1jTqD1g+6MlYM40HKuJ1q/NAFKZf6hv4xNzGUbeOHcVejn3MS09JpJOs/rxI4LD/58z8vx7v7ak/uG4v5KXawmFdOfdLDnMMiFS+8o+5nZWlh0Ysn9xYw3/zipz+TPnZPVQ5l254QLOokh5crWpfmsJm5Jd8XPadxxku6vNPg44Dyxpg6PT7VWJkpD2WI/KXf/kvlSHoZl5ub98q7775b3nnnbc2NnoH9vZv7Dx6Ub3372+qbUj766L0oRwPqzDFHAtJQN/JpDZE0wByeMETuaYzt+/0fjDvKySUqjKD7OqnDQLincvVvPw3dLPpeyKuRwqOy6Gb+xoCzbhkdezIc/JiwLC/G9IP7fAgzDBeOm3z01gaLdHAMJS8fA56f619+hpvGUspRF8pFGbIsrVEC0hBhDqGOzAX5aHHfmzcEirx1M6C/MNCYpg16IjxJY8gJF2plYxIP6vnyE4bf+Fu0ZWhBkDR4nK51h36oTtJ+lMpn4Cz8UVafkYu4sYnBTBjCz8QNMTDNUzo5WnwYaCwULBDo5bsuFIcFgUVSZgiPl86daeDjsiBw4xYvxIk4XB5DhWb8QTcGsGgWizqJXYAgG2g20piQeAyQs10e84x7GuCnjD9XXynT+2a3SppCFOcpxW4SE1FSbFcFn3pC3CyXlJeB4lIQcnKYpnCrn3ycFzptZ2GQ9PdhUKasU5Yb91xtEoQ/iA/azcxyjZ1tUAxJlV6knE1RaIxDykp/8fbbuiNlUgH8ynZ2P0IHH8rzJZSTeBKKnZsYA+iMsp6c8obVWlfJ2LBVYiYcXlrEOwqODo/80iQmsX25nMkRPjjghVbxds39PYXF29XCtb2z5+343Z19hSW/xw6F5LQYHR1J9xF5qI4YzlpUuJRCWiZTXgpFGQBzUozVBS8oS8tLZXlpSeOVFzHx1eF5T5i8TntVCwHjmAWRl0txpsb7FB5oEVIF1VbuNLVTuFchj627xF3r+zTBYmnyiOvLDY/2jF23GCssZBIzWCBZlAEGIjIshrz4zCdG7lr0BaWe6OcwRBfmF9Wvy4pD1ger+BghJKZccQLGPPfee++Wxx99XD784AO/VXRfBgCa6W+MW0b6ur/4yyPG7AjGsXwXfcEci4Hi+yaslzL6aFX5OPYjDDGf4wLeG0Ja775knOpDeoygNGYzDh59wK4fID92qJCzTskwx2daeLSP66ho2jb5+NMlHj7ErggufNIikwQPZDiNEcj+f/QP/42o2aWIwrdwAT8hvFBeE9co5I3Qlv+T1+T68AFZM6RDevRt3PI7vxx1ob156SYQfvQyiKC0vn3QyS+PZUCceZNbDLQQ4QxFE4ICfFfGl2XqmUq8hEgD0HmiEx2UJCYS+5P4eX800JVdIC+QvJBnQOsAgqH+kNf8fMkVyH6yHIslP8WbL56K1qHvU2Sqt/GzQF8XXTlFLnutymTb96A21dP5sSES8VIyfF3BQi6T2cCYKYcHcabEFjWTDK++vi54SRdnGOSBwcBiSwY2XgQmCRZbzkCePnvqcTLEKt+30MQQ/RBlpZx+y6J4vL0RRD9cTE91urarLmCSTPTsrtVCnyZW5oTcEQGUOdH3b+9nPOMNA556YyTJMFbYfrW7LzFJj1iS00Rrowv56Bf61H7+0eZybdiqHTL/V1991a8GT7TlAmPljDx6f4s2Lif0pKHuNi6pxRi/9Q/LNpS9Hi729TQdHGeajcrh7k758Q//vJxqTB4fH8hY1BjiV48hDNRjDVdcDNgHD+/JCFlBsWJj299n8urPJ0+flA/efUL3OHpxiTPyqNuCDGDeCMqO6Y6M0n3NC3MLsfPmS55NOXkkF+uEPsd4/uobr8t4YYE9K2+99TWlWyzPnr4oW7vbElM6/a2urpW33nzTY58z/CPVZQi/04f51FWLudV5+GQo81PWmlOJ4xjLy38ckxhjGAcYUlwq4ZISeXlHQ+3AMctOB6Be7HJsylDmRWFcfvH7WqQfI5ubbl959MgvJkOG/IjHwMNQ9w5G/VQDPN6k+kA6osxnNti5JIMxmLwFdl924zXvLocyw6j3jsfauteC2G25r76OkxDSU3bazfVSmalHlofdEVzwpSEifPKaXB+aAroM24m6beOJCTz9cjSUw99gQlZnCwxoGyLiO46JusqYx08uuXHgaI7muPTgIJ0/S+97QjhTaQyRqo+fPE6Tujrdpr41Mw708b28RoAPdvOzTWge3jkB3FQRwTmCalIXESZW+OK1/XiFn/S3QRQ569JP6lkXa+3yE6+KtrmlLOCgTTRc1/HokLP+o7KxyRmhFkUuUw1AG/XpeqCWPvUlDvmpty/R1IJQBvzIseiPwop7IySBkcNknffFABu6Qyiyj/d/+6PPAq3qpimcJ6TRkMkmytH5nUf4vVMl1SxILOixazdfFtmtU5izPCQxRPgCK5+Y54ZG5NHnnUl+EgoDRIuY/CwKi4pLuaTIs/cnhot9uq2/RcZBwzzGdCUvZVq0cYnWP9Q3puNqXH8N8AmDOnbr2ZPyi5/+tJwe8RZRjZ9mt4yxyBzDlj/9tqxFjV02L0xKz1MrjLmVlbi3AQP7lz9/15cu7j+4r4V6zQsb7yw61/GysrTs78I82dopHz5/qX5eKWv+NtBke6YhgnOqMn3lK68p7wUbG1ziUJG0WO+WA4wjjQvmGwyFV195xeWOHZEwCFoMT8q8S6OTu3i/Eos5Yx2eSIETDBEZ97ymnculPnGUHu7toF4YCxgUeXkEA8NtpjJwySovu+SlD3QSz6L/cmvLr2gnPYYGbXCk9uMNqVsvX8a9IZLlzcIYES8wWKRLTJcL/by9dXVl1cci9WDXkEsupOVkFznmAu5tWV1jTuCNxtvlvvRgdNF3eRknd8ypB+WhrPQnhgonXVDfQ1/i1xI5qbSXxTLss0uR/pl8pulJNya+4MWBeoGYhOtEfME1hb7kx5m3qfrPAAD/9ElEQVTozWleZzEsGLgsGpzBovsisTiwlco2Jn6o9Rdf+klqeWPxt6U53lhq0sE5r7MT0YKIN5hCUabm0lKluTm2J4PmG1qolHxfIprhdegKz2tRnFfcgNp0LS1KflkFopy8Klvrrr92Cx9aEo9XoKOb6+PIXCAlRqalRenQ+q7+oa7c6xE0ln5J6ZEP6v2k6wmjIGhpcc6ELOWFKEPqm0wXtOgyZTzllV+EG+GoY4wV3Oh/uwx7LzHqFy61aaL1ocBxI79EHOZIiQUkJngb+KK7Brq/aIg5Jr5J4ptSRSzA3IuD4bG+tiEjYb1srt+zQbGms2QeRfdZvRYx+oLLd7QNzcOu1YoWxbWNtbKwvFhm6F+N88WVhbKoMK9f3z3cLx8/fVKW2DmoizpgURyF2N6pUJ+SB/3MDZy+aVZl5xXqGKxeREXE24Caoq+bT3ETZgVvgt8Avuss1zeNS8w5KMz87R0/BWkL5ktcZClP6jVpcNPOnuOdjrGvEz2VOfREuwJOViJO1pHimMMl4Hw7vfqRhnWEGHjIIod8pw8W5dccbRkhb2wnTPuBjAPpz7xw5/7eP/t3/xDloBVuwULgOBESQznCSYBC9ENhEqFHfzRYI+L0gx96rAbHqifzBaFvOlnHJZCU80qgz4u6kyvmjmmkChV9OSXp34Tf6S+WKUGZ6VD6Ei7aLEPfmRhQZka66uYNoC2fgRRh2kHhEtcHTeIRb6NBszsHR8aFcRFf3R2jND46Mo84TSzWVUl5xj0mWngkx3Vatk/tQsSRFtf8uA8Fyns1JNZQDV/gB7XpO8o0Iha/Pq6WRxR6g7qyXUJpVNEfUW7aISYCRXvC0Ozgu/c3NOmyUIZMbZdKYfgF5Yfk7F9Ar8qiBdpuksJuP4gFXAs/C/ZEfSvR5ZE2ZHGRnVNZ2D7nkpEXe0jyXvwbirqGrmFcUptf9q/jZIVE/Dg5P+dNmupHj8KxA1J1yDLkw2UsIBDxGUbGBrqPEg1vHRSaJRzCVde4L2Awxobj18dMJXjpz3mmjW+pRYbb9AA38xryW2p5Q9lEhonPRaGlFsO4cRovxxhoTcbjxx99UPZ1Fs3TM4izKEF5AiMtWjy5xwhjhbNxGYeaP3gvyIHS8H2V+cUFzWuxe7IsY4R9wyVuuFZHHeqMnpvVeTPrnMhvyp3lS+D7ZWmJb7D0/ZWI3UitTnL4TIDvBxJxyQC5KLvmMMbSQuzWrG+s+4w+LyO0c3WHJo/08x9DwuuhkqQLYsckjFv4tAv6ucTknQOVhzD3MQHqn7sKlNWyS0tOT7kpJ/dasaPCPVLsagB2RLnUsq824RX26EGWwrETwU4Luxvopk9suCie9Tvbj5u4SUNe3EQLSOP8T8I4h8+uCzzWDcpHGagb6xJ88st82BFhdwTgn/vnZIgMO2uIjMJJ2ZamQbHVNwn4xOQZu3VY+SRZrpEZpYvJOj6NcDUkibB9+rFQfEa/+Kv+dnATJK6ppyUrr0XG23hSh7vOhOvBnotfH9YEQB1FnZzS5i6J+eSFHDoVnpth8pBbB2arK4mBGsTNj3FgTKNMM69JIyd7TzrEa9HoDZMqj188jAN2TmLxD57TOszCRlzVRxnM6xcyL/oiXBYyGyZQTT9ByLMAZ9rqd77WdTXNZpqO0EsZ+DibFk7FZ7nkuG5MhYf7e+Xhg00vtLRHZ0SMkRJ2hAEhXbHAt/zGn6R6XOCJ3OUiFu7k0R7I8zVazmA7/h0QZRvjT6Vsf9yaNozDGDthfPSub6h2W0d9qIuGhseY/qpffSUPfonYn3MTcT4uKrXHXIZBK5dh0MokUi7jWrflJ1remJv+FkO5tjzDNK1/Oq4zlyYwzM7Kh++/V3a2tpV38dY+j/NjVPDSMHYtuOzLU3t+eZh4MkM0/rTYHh6VYxsJy8xEvpGZxepAfBa85eVV77Z4t0Nlj4tG52VB8tyS+XKHe0vo/+wTCxhdLeThnhU+csdlIRZNL946AOJkSsbt8ooX9kcPH3kxza/RTpxBd6jtLXKs5uFYf6J0xESYI1yQH50QYe77YPHGyPA9IVqkWbgZu8zFGAG+bHMQhghxtClAB+2SBgjldHur4mkwcE8JT9JkfhwfPB3GqwJyR4O5lpvS2QlCzgZj1YE+jJo89tIQQhdlI577TjCoaL9MQ50h+Oj0sSbK8uOnL2f+8N/+N90uIBqqovYe/7uOlMvAGKJNR2FpZDgXJSvQI6VzzHoVVx0MOdgmMVYaAV0qAw10AeQd/xywQ3lFsSDHwPUiDCzw6aBtNw9wkEUTiB27Dt/eY5BgcPAFSzobZHvyWFuC/FqynnMOEAZzHBinamlfxxST5ott1ZChRFlm/nd+ueGj7HHAZVxiMljj4YlcDhW3ExmkvQjqFtTcG9vVGfTehtelcwnsgq6vG/RjZNJft+YuYKzsQ1Hq7HaWdBh6EpC4y6J+Rvzw8Li899775Td+41vmSyoSNyCHsWLUKc6IugZGZXvRqFsNx3sdTn3m0qlw8c58LfnRo0eVqcWtm2QV3+r7lBDHZl8z2jDBJEpcGCQyarUQ5aRHgjy2CdrIIE6umHJJW/lqmLg8yDEVjxtnvtYlZBhKDP0ZbvmJ5KEvZZNaXqINZ3x2WBsX7sV0jLv0t5THKP4ebUc2/LHFd0qns6uggV7+hz/+IxvVsrttdHh+kUu+LH7+cTzU8MKCFja527s7NjJZVFmwWDB9CUV6ydKXK2pVaQ+HNcjpYx7D/ejJi7KyJINFi2z2WYJjgftXVJRyeLBX7t/fLK+88tD3OXD/Azsy0kqjqAzxpBXleKmxz24CBeDXI/z8NxHv+ug4ssvlHOodPO67o47sAvHOEOrHOsU9LbwLhPsquMn04YMHvmkVQ4FFHCODe1hePH9RHjx84BtHc/cBI21jY90f5uP45F4OHsPlfikeAea9TtyQyk2t3GND3v5SL/d8rPMVXE5g2bWId/CwU4FOjBvGP7sw3DzrnQsb+Qvl5cuXfpqMsmM48S4UysRNrYvqR3jcA0JbUMfsS/oDA4R7XIgnzLwy0UvtIOWgjAOz9jjkGe0KUsaA0Bhy0NttqOvIKUQqlWbwm4JaButuQVb8xKcDWbxpCCjLpWESA8i5fnbwwuRycBBUUllp8iHljkbsXiAW7acO01mH6qPBkoR1OkbezpyTRSp3lkc5CbMViUVbB2CcRUaYLdJ5DSAGJ8RCxYBKwlqHOHDGiK1SaHGJbXOReAxa9HKwW18l/EPyQdERZVLd8h6BAcW9AxwwUL9LoKp11N5z0Mv2NLGLMOFHz0XqdTUy6sIkX1ZQ/8xz74fCvs9BYVXD/rw0wf0S52dH1mOe4ybJacdI4yeJvC6jrk1E7M5414OwhlTsPCGHHtXHcWoT/NkOIu9KmNjR+Syo5ufyQhG28aHjxbtl8vPuiXkdE6pOmdWxzEKIy8XJelTZz9ETLufRGFVhWMXxX48tIecGEHPH1TTEZXEt0jgYQ5vWJXQQ+fCP5dHyWj4Y46W+0NmQOEOKfxfhNld/HWrh4V0cJ+cyEE7Oy+EJn/0vIt75IZJ7hF9ED3AStHOwWw31BRkgZ+XgkKfIzrR4YtsQw5l6rY9+LOqzmhQJn2ssUKTlxWpkOhQ9npQ37ke0yqa8ycs7NaJ55kDmF82HGF/KSovmthZrHsHX+HB7RHpUdLDCAL7e0FX+IrezeBSHk0NLi8faw3ijLv6DJ6KujGsMMMarT/DloiIeuzVXCTAiJENB9QcPYwEZykrYOxlKiCFEfl4fKY81Opnb0W5tH48Al0tFRpa/Wi7q5r4gHn1VBoMJuA7kR7z8uLnGOv0gnnSh5VeBqO+nBk8m7rzrwQOhRS3fBf7nDHFQRudTZs4K6GS7A7JRwYJSXRsdhOV2JKMk4rXga2KHF9fcg9IQge/0Segb6kpZjIcqh+5Ij6wWjarrehRpplFu37v+ape8JJX8KGP4J9MSnk7dJZzrkI2QizpUDF8WwnU7URbyrn6T6siWabvgjumK+0tGaCDX0ZhsQy4bpCFEvkwqMYbkMlGoHGxj85hltG1Q1642AJpwpb4PrkMX0w9JIsoLWdoyyty3u4ymejnJ7165BjhkxjDG9/H1KwYT93UxLO9nWX52KVnC4p0fZzI2eGW/FkQtdnK8K+Dvw4gIJ39/nx0CLaqaq1hIuWGVSwX4XXfppR5eGFsoTJrkI8Ox4zpPazNF+b0ZyjuneMYgx6CftLLOeIoHugqDEk2ilivBmtIZU8rTsfIzR7NuMSd68dZY9mLNQFeL9v0fZSbIfIq5wVpnY4Mo6bIB43xDED99gC7rVAz1zTUSnsmhmAdSh40ODBX5+VAh+kibRgXA7/ZUGgA/y5suafIqhctT9bvNzb0BssBjmMYfIjviztE0CkSrurzmDjGNX1GLd4XUJ4Lb4bKfy8C/y4nOTGLw0uF2B+T4GudFWX6oT48/iHi2Kb17olk/yekGZCOhMTi8oBImrtKFNBgkksv0E3FVR8vPhXpIbbrbktvENB7fkstdaSy+pWiz0D1RX419FlYWTS+yLK7qSn+4TgTfuzJi9nlNtkXvD73DtmjTZfyYnIn+VhkhjALOtVzGSmJrIjotR4cHLmfyu3HjsPTU+qKBX2sE92Nskt+3/SC+8vtwlBVem1fy3SZqs5RR9oF0O8TxzFSV81XMaa2b/km6CbIuSWO85LcY8trwZNzl5cny4pLuunVANukqSGpCvkunP+VWvvb1r/ts/OTkxKVlkY2naOISDZcB0z2WscLlGxZK4tna5/FS55PjwWPmYrngwCct2/+UgUsBXkAVxyLaVd3lk6x+jBXyx8844kTL46rKAC/e1X8BiNWfg5IbKx+YaPmaDlmOuShPGEaAHWbkOX67xV4M96XkvQskt4sTzFN6dj3QSbvXGLc7xz2NgLzHAgrxu21Cxu0lwk9cd2tDTUOe/oSIgL7MP3VyDJImZXEzrpUDbvtqiLhvg/3J0WZyFWhMBtddIxo+Okz/ev8YxEY+0wxBfaZG3hWyANNI/1yMSyjhNmWVwK+IMULnBK9dTEwc6JwN0D91osdVXEdKk2ewvb8hyxA3pJSpfi22bTwDM6nldzSQv1vCWoc4gNI/hTgTTxqLn6BGn+Q5c1fzuGu7J4NMGB7zvix1oAmYwYkcE2PmpWZp9GIMBDku/S016TJ+GvmNst5yxs1+YqKmX2Lhf/jwQfnN739Pkw3hKHfbhhPjSHEXaEp8Z5A0ZJn6cxg5U9RJQ9IUuyHhmk/bekZTXZpfi346GM4LGY709jVzCGUCQ/cytDJD+VZPUoaHaONBzG81MAVjej5LULzN+/c8GDlB0Xon0hqh/rCf16fL5QlSrWc6k2ZBhMeZO4uiJLuxdbENJiA+chxH5MsimS/jIhMvurUv0WDSP+StUf9ifDGI2qaltFcAgSpkr8uYjMl+zXj/alyQRaKucpkDPeZUJoqdcoA4DAWOC05aYozSrud9nNNbXEBHH4eWaA88tHkIYoDgN9V2s2GiOOaENMhwASecNkQcQly6FZ/ZZnlB6weEqWsCfx/6zJFF/tXBJVCj+EdjTbbXrxwukifm6cQgCX/UwTTt18qkHINAg7Q9e+cAjbPO3A0JfsTBF68uUENqZVvqztA1gDt55Tv1LL1SH9+f0d+Woi5J4+WcpFY+qG2/sfjpRB/VjtXIU1BtIAPE9VRbijAEeIETH6DifgzE2/JMtI10mjwGgtr4Nl0X3/hb8mv5TXNleWmhrK1yoxv6k68JRmeOjLXeeIrJJGnCsGj4V5ErOaDU1ems7ZdEmXJXiH7FpT8+LaA7J2zwaeZ1HTj/K4qQ5f1VlDXLx02Pb33trVjcIP3ybLslzyUyuvHzOC7pfclUxzx+z3MaB9NATDfmJc+ZNjeCMm7i4YmQG4J40rErALzwqnzTc7oePG5rPVrSvwu8yC9yzDpSj+SjC+QYx6VCWW5KDj9lqAPHhBTUPCweOqsRgV7rz/wVZ6NNsI6WJz952OiQPDsipGG+cnzVYUNFaaIkoZt48nU69Ql+eJE+ygrhp8aOgFokb8gHcFp+VyG5qvIF6iQVj4zFBmqDrwhH3g4uLx6rCX1uCMdWpH7icaA6cBJMpneNLM800r8R4sBSJ4lUE1VQPBH+jnQwhUGigYkc3w7hAK7kU8UkTiMrpfHiM2BIbcCEoFle0ZKxq/zk0oZDSkPCgwhKfuUNqU/Xy7QLTCs7lVTmy6i2SFDV2xIHj3dWptTpItV2aUnl6EkyYyQ5uo/8ovPV/FUnfhVVpFJKToVVGvSqfJpA7t3fLN/69jcLj/6aurKIMl/7k9QuXJIQTcg2lPGZJ+k85juKvK3D5cDVpKf8oZbXplOynlwHqOE1FJeWgnojKNMwwTb5Wb4Pq4pVD3HUk/qkAaK6SE8cQ9Hc4HTmtJzNnJXTeA7M/vgmjyZVxUO8RZg3bcr+myDNxOE2sH6DOZEt69SSNI4sW0vUA3cI+KCVnYY5f6Ga+qtxGESmkCcdbZP6KF+0H3GuoGoxLH/SJwdZqIY2Fr/5rW+VV157tZxrvLhJqZOI14Mz7jYf3PNbPeMpj7hciQEyu7BYZurYY2eRdp9TX/IiQWhemUALomXR6oL0nh+Xo7Njjav5srW1pX5i0VSdJB/faaKG1DyIJlvfjFeWc0Ns7MqI7yK6tIaPew5at+9kXyYxlomtamsbBIhvXQQjH3n4k0uYPHIdRdLj2z/GCwv3uZ9I4TMatB0ljLnby7gNENKngYBBwTztb0BpzHLDbdaeAlIleDkmGB8uODe/yuU9K6QjLi/JUCYbGErsfJQHl+F9bwiFoE7KoRtnSp9EvU6qIZNjM4+FbKvPBBTxV4noVNoqSkJTQcADQ8i4zx1ULA/QC+VzjcJnrwUdBpnGRKcnIcZgaOIVCLfh+QBr0hE3JP0f57eUOlo/C1qNvwpIdLoaYiCP0Zgs5AN3wOtperqOsixTqZf1jXDdCAveoiZYrgFzxhflDOqNnb78F8ppLaIJvpUbk/yeEhHO/Pq8WyNhMj7Sh2F1OfXt2uudJPKvhD6T8sl0rV/ykmrCLdV6RJWmwvMgrv9rYuR/y1MgZLJ/JpHzQbqAfFv3rvBJ9WX6tqwtPq1yXwfk+P3f/H75zm98u9y7t1HeeOP18v3vf7f81b/2u+Vf/lf+pfL9732nLC/z4jD1tbpdjvqcRVmktBomPnnx02YYKfanwcLYhUjLYk4dZaSKF0++sQsaY0kROh61ICrUkRLcv/+g+uvZe4wOxC/gquZrR+XlooqVMsu4zGGk4XrHqAVx4nG8RP0iTEDeSIecw/j6zYPcASFEG1pOsFSVt1uZ1iUeBga8nJ9pF27YtV7ibdxx07GM/NpumSfHa/ptsCgOYzI4ob/NO/300l9c0GD81QbpWutzCIYtHQZNBeWnHi1qGhPBpBpuJ/pcCCNcZaAmXS4OLTFgR/ktpQ7JxnZ/LDwZ7wF7CU3oamhUFhqRvZoooP5dQr0RNY0m9bGoehKobcvLkzBE4sxePB2kcdYHxdn+NMo8JmX7vFvZmnmUo5Vp8+v8lK1S5YXx0NYlqM2jJ00jioNcz9TbUI02TeSXOkjbUcjgd6BSxIWuq4AIhka6wOHkJQ0Ol4TzngLPFZ8Rsk3cxpcg5T5voK04Y/76N75R/uBv/EH5nd/5nfKtb33Ln7dnruKrzCxYnFHnWMKQ4HH0fFS9e3RdTXCBNNTneZRfZ+o88bfOK+PXV/1+jLW19bKxueH7RfhuCuVowUvUWGBJm2fqHhSfMrqxV/vLfVddjAeO01yT4NM+7GykLPwYD/2i7jj/R6b3oCu8eZ9H8K0DVzxGMyWwAWK501CiiLikEk8PEecdEbUb8rRZGhvuQ5F162c9Sotr2XoTMbIdX5R5RikrsvJDGsL1zMoKKYPCq2BJ/Rtq7fIayW+IrMSQQNxoY+8FdDKZF/4qPKGDX5XpZAc6Jd2l+Syobe8JqGyOF+jkXAjxmxodHQ85eJKdUFzrGIuAhoZkIOtMqromaXzRmkjXpHeWVh3hIV0o5xQe1KKThTrZKWWbRugZkPVdQvEL2WxDdDHx+ekhnZnlPQ3wo1wh0+kwwRsu1EG03ZjspI7kxRmQjT2oxrd0Me9KlN3lD91QcBJUMKhPF3mFcTme31idWrKhJLkhpd6sS/BjErZhpbS1xP4BiVREZziNXMqRccEjzMQZ4DgP/TFBAvwJzwWddNVRKcNZxsvg+USYJtfyh/6kq9DmkfJt/abRTTCWfox4DbgctY3SzNKCWrywlbnkcs7lFsWJa8NjYd7fS1rlhWTzfB9prqzg+hIduxxzfi9RPnrPDd4cXxopWhjPtMj182HW17I8EcMiqn610SEXv79CrbBfMy9quncC2e9V9Thcxypgwah/BMPP8WEX4zzHtMhlpYEExim5kSdlRqa/0TTqBZyD/nGZMotNVBwftR3EaPvddazIPNDjp2zkIS8+uokfw8VP8fFOFWSlh7LRbpkfHvSSnnj048YvDZl4mgnQV05fy5Ru1Pw2UC7OcEBXQjLefrqO7GcAOkFd5MZwYAy1qMh9XuFudxWuW8aQc7XjX7KM5MOKxSXIvCFZfozf/1odnS4NUAbpkEZ13ZZY5MjrE1GvLxppkmBnfCysWY/eHaa5KfEb49+W2jpNUlvvvg5j1KKXHdNJmzDJBcUBlRRwqTrZmrfdoR65NY8wLPr2btuel5pdIE2CuIuaWE1axHDhM0Gm0cjkj3/ScKy6a54u8CWwzA1BmmnprjW3/hqCRQkjnfbmsmW+GHHFxoiMEhkifKzRH1P0rohMjhkZLRpHYgWJz/zHDgcdQ4hm9FiBQ0DNR17sLNCP+CEeE97e2bFhwivK7wKRa4/sU//vosJDv+KzK4/ncYFxZshlkccQ9xjIcUC8KIJ5XwisGEOMXeqEweOTc6QwNvihkzjS1xt1Od6802GdrOVxMuOnlywRZaTtMORSR3cpSY7LrrAvSfOneJdZsmkAuVw1TeYFPC3cBlHYizSOrIrLF4VFvob7VNG4t8G0nK+D7my9KWcHFFd2lPjmGNV7Y4zroDPtOv76+WSq9HmCnUjfT/QtCA8pJ+rLaAzo9+QuajGWfoLoqzH+GPFT9p+Men2x2A3Ii3CN92IcFNevg0bTteS0I9TGt/KfkNo6XUWRpl5CacgLe6WsZywqLOrB924QMlpokibfutu/nTeJD3GtLIvk4uedEBDf2FhdFVU3wqtlbW2l0qrDlhGttX7F8UQSFN8W6YlvcEDkwQfQyBOXsoRBEv1JW+jf9LniE8C6b4ku6Y1UfJIZ8+bAOIg8IRbG8POiPAwJvtC8xBd1Rf5itIhx448ZVpf7PjzOVGEWtNwpoz94edrx8YlUSq+vv9EYIh+bml8UzkWTtIxfwALJq8uJ42Vdt53jJ1D7IfulXRfNIqLyiOt3QsK1fC0///MdIS6/+DlWQg27FKQLIwFjg3thSOk41ZM69eNX+ai9LKNwrsPE+5IMmshHXG5Qj/tqoqw2iKohQQnoFxs30oMMfGRIAxyWMYJs7pSQDzJR3jBmrOMf/cN/I3IRbnIwRGFvjml5+O5/dwiF77ePxtDqyHK4Iap1Nw1jecMjXyZQLLm03OCjm5+nHYVJnjnAcwtfgrH8boq2Rvhd36btySMHmTu9CV+G2EqThzqeU9dQe+qBRFvW/OTyoqFEq/eqMTAZH+nMqfwJfyOrktlt4yN91dGLChOBEVC/8PUargZJaBdDdc50GASJ9HmU0FADXNUHIGWijFHQiXRZPbP6HFukfPb/MN9s27E4cBnPabp8Cft/9fd1ntCRN14o3yxpTrJgPL/8J1klaiW8c6a4MxGLjtHVCeql02deDUR8X3ccjpFOQK7Lp6Dryp/CfM0ViT5drwNM+mNhA0OZNgySl/z053GbfJDh5EW54deWJc4OMn2dWh1+YoRfw2t1thjj3QVc2tpnjEfy4XLI2z/5cdnb3fFuhFpckZp/xJ9XmT1uFfYZPfyaHsSN4AHeAv1i/7y82NnzXI4ByVjhfSSoxCjmMgPfVjnX2bwydyuRP8cMT2Y9evVhefjgfnnjq1+xzljQydZHt+UuQ1+aOA4JU37KTrnNq37sMPSys8AH/bzYi8+XdzGKMLD5EBz3thzwzRetTakXY3lH7cW9MHx/hi/qOk514Umkvb2dsrGx6bpi6KuyXtMwxuGtrq45X/JcWlr16+v5Fg3fmKHMq6vL5fnzZ+Xhw0e+L4S0lGNra1t5btgQ2VX+m8qDb9CQJ5dudnfE29z0x/V47QN8vp2zsbHh8vEdnFdefdX1JN2m+Hm5ZmVpOb6+65Bw1SD0wPiEmJYHuomLHC7PZ2o5ryhemw6/Sb84i5WPiYBwnRByGk25ifT68XcZWvm7ANqGVfTZWZ2ciM1yXpU3deslkBdPyqOPwzAx4Mm5qJMw7ZST30XK+KBIHzp6XUOe/a3b8aVDUxXh+Ks/TchVdApFf/qsXv4ujybvlhIT5Sb9QM6ylcK5GE+3yBkQfM7I+rNsKM+6h8RZh8/+RLEzkbsskYbr3xGe9YSblHH4mZDSHfqHFDsB4Xa7BvITTl764/tBuC1PpIUgKG7MxR/lyl2RvpxJ1LOjucnwZJvEiUO0Y/ZRtmvfnmYyUDxGkoKdaSK+uuZLpvEjpP/hx+VYMyeQfIDOxCRfKZowSF7y00/5M5xoZRIh3wU8NsOLe1Eew1ApJniho5GpGOPdOchCkwqL58t6j4bMTOfNAsmOB0/NIJPFwaEOMLKMfR3myi/e+7D89Ge/LFvbW1qod0X7vtTAy9Rifp8r29s7ZUsLb37Nd//g0F+qxQhiXLO4b2zekz5mPP3HCW+dF68PpClZmwodDvNPlMYJfPwcGyz8HE8YCxzzGC7UkTGP4cT3ufgsP/e8uK3E5yQe+YUFxakuizru0BNPwnEpJT5iyY4RxxMgLfLsAnGMkp53r7AzeHh0aB0ca7zdFsPo6PC4u8+Ge0goYxqG7HweHPKBPr7QK57+aPeDg32XlzLu7e/ZiGKsYmRhqLgN1Ecc/zfaEXFD1syNKu4BchOMiscBRRGuKMaEQFeeYdkq4Fjauvt06ee/piU3MNfTSODhoj86E0I2KPQlJurdeBNXxV8HbX72D+pJuXICZpeDCTEXzSoQLmjS+fnw834nBOIEIndKdFwYWO7t/lTmba05+YpX2ZP17JjgYgO09eBAHEMv09aDv+B3Z4aXItL2S0UPmqctZt9uDoS/wm09qEfK96LyVH+7Y5AgKr7wOQknyaRNvp1+qFuoen7EBIKVfd+322QZW/9FTIxZIEGb5KPN3DOzn3Dbfk20vLH4CQzjFXR/d/Vg3FaZprh9m4Dez4RKOKNdR/sr71ztahbhIEcwvgmHaI3rR1GbHyMjMcF3mvFw60IThlTlp5v+3liJ+ptPvP3ETaYFE7IVrc4WY7y7gEtQ+8yLq9yXWy/L8w/el0Ggs3HNs+D05Mjzl1YoiWs+k6zf2yLXO7WWErL/hePzufLHf/6L8uTFlvVaf70kEfc9FC2cy1rIT8qpv2Uz2cZ8oPLNN79Svva1t8o3v/kNMVEfBkJQzk/ykG0kFTqP30+TyJ2PHKOkTbI+3lfCvKo6syvA14UxxlioMZLW2Qnxl3e1sNc0GBIYT3wleH9vvyyvyFhRWsZDLvo8JbS/v+vLkOykcD8MJyN8s4eniPxVXuUB0L+xvumv4PLlX/Lgfpn79++VLfULlzjRjfHGV3b39uJLwNzHg6HH13gxjGgnTji2644IxuWBDJXYldmx4YMuvhpMPMbMixcvy717MviUJ3XgiaYbGyKJ1n8Xg7cfGDlxXA9ZDv9vyjQBdDYTSAsOYS/c9UwL69LbcdLFNTMbIvwo2JRiET8tLnHbNsoaqURdYNj2LFCUnUHrcKUoVp/vZP9xYLHEcMwHX8n9gieAk5SWL+h0oHusSo1sDwRHhCln9VL2xHCxB1H/kYW9KUTrH0WTH8h2yhIT1+mw09clZSdyqLzY1o8YS6R/xEgiph2KVdSIvFmQGuYEWv40mTGMyKqfxnpqDPnF0ovo+6M7DtE7Ij859sbi/d/+m4AlLZY1lbNpzOl+EfKVR1t3l+CE1hg4ZyRWP2j9oPUzahPT5JLfxoHktXkPZdIASZddDi/YyAZHXuL6vBIT41B8p2swzOtSNPndBNG9UY4cIx9//HHZffZYZ+IHXryROtOCTHnOefmWF2ERcTXN2AjZP5kr/78//tOye8hcPQnmcqrnOoryFeWEk+Zmz8urjx6U737vu+V73/2Odwe4nMXcT4bkikGDSxVQFSB9+NpydQZHU+bkodPri+ZceFz+YEeG3QrufRoaIpmGSzCH4rGoc2mDSygYMGTP4n5wcGjjYE+GCDsYedkDA8af8d/YsCHCTgZl3t3dk2FwXwZG8BhXfNr/lVde8eUadjYxIjBEMBoODo68xrCTgfGyLqPH94PUXScuE5EHawW6eTx7X8YRddxY37BuLvFQpxfy8/Zo6sYuDPxmSvx8wJ2mAtqiDNYng8efqtkNnkmQiwcLFqoajYYF3oZVj4UBEyW53SH4GUDlp2jZYtPaLS7jNFTr5+1vGWDcnBSXAMTL7XG5sZ0exEAKws+jdJO0tLwwQlwz7MPLK4tB+CutrC71pLghra6K1pZHCP50WltfKmsbQRsKr68tBYm/IUo3KePXSJu0XvXgtvxVXoe+oAlkvqwsVVqekztr4jHEIXFDHp/6Ny3w4qVKXFoRLcrfvka9pVlNjib1cEfq90vJcqSZJLbCx/hjFAbHdel2R21vDt4N2oUmgdc8NQx+jBB+3rqv1KNP91mBeegqXEfmcw81PvVgEfZ4oUr0zcQYcGfp/3g/YEwF8bKtk3IgUsdKA1qSpFrJJ0cmfSw5RWjKF3E5iC//HlhgnXsalCaaeTzva4EBdk1QB6TTyKRtGKNR3gDqzKdNJIef+iePAucJo+MkgxHQ6mS8+8Sa/Grx8JMsyhD6fEmopiWceaDfPeJ2Dr4/GoiyjJfXxpZ+3DvCo9tUDp3mS4bLRbjox+hDp0pJAYKcYpQCboQRui1GdaiAsS2m0SH/GNwI9XdtXCKKrWt7VzJ2VRyVyp0Td/gyKIi/QX43RBpfELkkdVDAZZjkGrRfW7RsTerQtjH1SeKGIgYHg4JXbPOWQu5KZ6HkeyNLS7FYLstdaWhVRoVJMisySJJWZUH3tDRCWrArrciICeoX6Da+NVA6Q2VZ+XREOKnncy/DkHwnvgwqE8aT9JvE50yCOif5fQMyBKDgES/CKNNBM8dbG3ErcSAxGbhtOZJE8k4hDtIgDzCoOfbidd1xDLY/d3elXhZSLOQUl1DKXZPGMD1+IieTfyOyrY5+Eel51Oki72pC3k9R4CefSi2YgG10uN14bXa4tL/LTFwlT8jSFel6v2Hlke8Ef4CxuOQN55DUldQiebmYTIB5Al0DfVeBHMbmkE8L/Zyl/xr7fs3++Uk5Od4v58cHOo60SM3TI5r7tFBpGSszvA6cenlnGi2UWn2hH/+7fuaS2vlcebkXX4We1VztJuQ4cj9yjOZxxeKneVLx3eEnYcqGWX5wdFx29+Lyhk/MfDCrCMhK1GnEiJq0vKAJZD/ikrcEPfYoPWFIBfZ3dWgA5RXrT1AYAbFwUw6HSS/58M/EAwRKm+ULQyt+PHCAfnZaKCNh11e6+MoxfuT5z71mvAKeIrHLxrpLnvkodCJvmKV8cIn3EzkK5zFLeQH6uJxGE3I5jAJy8kp7IOeXs0kJaU+80xR9agGTsxhSj2wo6FPFaO82yPjrFOMKmYx2F7oj+vp5IqANajMg86uCc+bfsAhd3zlQnejwdJNadHyNFi+sNkj6RRbya5S7Rbku1vA6IsziHTsnEIOs1TFOeZY/FtcvSC1RVk82rpbC1MHU/pLXU0hU/4V0lyEkJn/Bn9RwmZbssAuddpFUtgu8qfTJ0fW/870thuWKyfVKIJOUcPIB75po65LjZRJWHl7QxA97phUbgv6+JPoTY6wvPln/TIEqfaHenxa64d95tEDNlKPDg3KuhbLYeKDviGFRi+7JPszak5IlK4hfLKYYEXsHh6FDYcvrX58a3bGIX9aWLIg88cF8yBMhWgS6dcD/ScvfdBUdItcg/ke+QWEUBaxS+WEAE2B9QRZjg/zDMMMb5QC9L7Sf+DIS6ftyOn2GzQrdGBjIt+0QRm5I0i/kRXRcuo808Hz/JHI1bWpw0cSjv5yv64gxEv1KPH5OetkBo/42sk6Ir37F961yTVCotmG+KFDzuV7ekcg6qkE9SH5N0C/YFLx3k2LQD6iNb2QYgEktLDOkiPhk1GCifEmRi+E8K/8qWH2n40t8kcEYyTF5KW4zfV2l81eIX5fZmBZMevniBawoe51vaeJc+BIxF6ebpLB3S2L3wI+eehGcAieoNAL0sBhub2+X58+fl6+88ZVrzS13gYkxq+JxIpZwacXHNamcOcer9m5HEGmjPWi/2JmI9QwinlsOMAYwRLKNUz4MCPTADwOBOHTkZRrAzcLOn/TmkC3yktQ66aef6MMZpak7KpSRx6gPD4/Lk49flF/8/N3y8cfPys72gfqNx4MxuKQ3lEWhWhpiGE/hhjzoJhhLDxm07RSZMVBhd8gIpqUBmcIykWHUjZ8akI6Af5kOyyp+SB3kRWe2GaCsLbUY6ok0U/InLqlRg1cpxdaAUBzhm1CLYVlHCblrEoN5SFfq0r/R+ORNJRlTci/kcRVJd2I0/q6p5jXEqOwUugqT46lHq4OJCbLh1vDHqMVYfEvTMCZ7HerKKX8HeSdlYiLtw1V+IJft4bjaNPYnkLPr0ChafS2GYcowkV+DYb9kX7WU/AkM4kGGL8iO4CayEpqQv4oS0YIi8biRckeLvq9S1kUOflxGiX5yesXlq9eZO7nEkHRyzleVWeTOyq4MESWcXjbUV8px0+VRidLx5MkHH3zgpzt45Lztn+6GWfxNuo5CrMegb1t0c5HKkCe6oSMMA+CHJsQjlvqnNvOUNhZ9cRWG0EUbwcPYSIOGMDvWtLnzFJEHx4X1KsxlFjmWQ0ccMxwr3NvRzwPKyDopP+VwG2qNBMT7MozAK+dPMC6sY6787Kc/K//df/vfl1/+8pflJz/5qcI/t/vBBx/5HpLHT57ccEeEAinzvmCfHpRD9V0Td1weW9z6UY6s643LdAnuUteX+BLXQR63n/ax+1mirRO/26JNO6bnk7RZpr1KB5P7VbiOzOcSKrbv+9Dfy+cvCq/W95m1eK6RmgY/iyMLGotpd+KWNABxPNLKuy5u0y6x2MZ6Ril4p8YHH37oMiyvrPT9dQvdV6EdC/gI2xBTm2B85WJPGD/I3QkMgLgxNJZvShf6qnHguEjjdpG3bR+Mt1YXIDrS4vZp4z6QMHDIyFrsZ22MfDNtfFMo6oHhxj05GEAff/RY/XlsPVxMOz2VIbq7Xd5+55fll2+/rXIoH/ReG+QoooBtxb5ooGZxk2odILIKPTCiGz73+OL2zJf4pGA8e1L5AqGrU1Ot8N6ynnfcPHc5V/669h1zZ64bPMrJQqgVqOHHrrFf1S6DgBeN5ZtPL9zErybgNQMnmqP3Dw/q0zc3h4cMzcn40Y93Wrx4/tzl41HYTwQqdB1IjD5lB4PFuzMkqsu6ww4D9afNMNCQx1jyOHUFYpfCC7rWKqdXGAodscyjm50WysYTkLQtOx61Vf3UJMZCb5zEEy7oJbOoEcYJhlDtO3Eo1/LySlla5hMKq95R4i2s5MGjv348l/rUH2kxHtnV4f0if/qDPy2zYaNcJDoaip2X2GLBxcrR0ix/VBK6LbKxJgndQc6HfDPvSmo/lyPKVdMpdBWyvCYYSmdq0NWnqRaNaMu5zUXxE/oqOV0lb1vhVzIGQw6IaGO1beefxFS906A6MKhSpq1R3m19PaCgLVXQxBMfI/HssbYyl9LsCO9aRDVzjNyAVMJbodFxe/RjuaWJ8t2CpmFMdkjXBZJjaVpdLV2F28pOozEopo/nr4q16cYp5hdN+Rqf4UdBHnKTuRHKfmQLO6hFq/uu4bngEkzMGQJlaHnJ51ifDAdauZZuhqbevNQP0jzB7+SE91Fo9ps5KaczGBBcsj72jZkmzZlkZw3y4GZbUg4/bitXS6YX7r1jpdccx1R7qnmCs33eQeIXNkr3cB7JuqTOTrf681hJ9vcOy8cfPC73Nu7TRB4V0ePhTn+nzgDSGU7jxh8hk/3B0GI+byMDsECDbldEfuZ3LuMQthF3Xscd67HkMFbYacg1Brheksf4cHrCcvGzpnGJi55RwG4YPG52x2fhrENpYx2My52sbeR1dHBY/uif/FH5o//uj8tPf/Tz8t/+V/+k/PEf/aD88R//D+WfiP+DH/yZd63os4SNK+og9dSJfPtS3wQuVBQsCvzpgAbwFg9ERZLuCgNdzmMMzlZlwXMFQmpElj4VmStd7piWbgs6s3q/xJf4EpPQVHUtWO7X+EDyQncD1GXws4Oy46w/byyVTeAbGpn6MD781tOc5y0fC2zbgemb0eIbM+xsef58y5Oqk03Mo4pXeEiBYd2Vly9HzPjlX8+eP9cZ/mrhdedw28X9Vqh1cJu7TpWlf8nzzZ4yxLo6q6w2HOTm/SJZjujrkGmNjD6OqDBYIl3osV99kIZIwjwZJc5PP1T0/kiLC+V7togDvJ79UMbI9s5WefHihdruaXny+HF58uRJefb0qXeXeBopjawhGAun6vvrtbAKAlHgfGQzr61B8CFbOZ8QbjB+uFNoKlSWcCuB6o6louzhCerCzoM6R3niMk2EO2oQw6n+apukLpXY8nQ+1NWhul34tgj1AWXp/D4vqO06QfHvV49huQaEM+TdmD4t5Dj9EjdGPUprqIePGv1ru8800dbJ/XQwmdfF8Bgo962P+LHqJG+C+HdLZAFF3EPAGzh9/50p5kMWYIgw8yLIHNuc+Rgie+L0X7yQbKY8f7ntkzouKbTTKP52fk2qsfJXr0EusXYdHp2U5y9eloXFBV9SMLr6X94OqJxUOyI/mbFF6GeMhXTTsMj+D6Mh1l/XwXGRF69LsGFRZZ2u2TnhhWOZDuKGVNzQ6QRh6Kg/nB/qFWd1kgt/rxtjEdeXgRTH22B/8ze/V37z+98vb775RnnjjTfK17/2Znnrq2+Ur7z+WnlD9NWvvO7w66++Ynr1lUfllYf3TXxo8MG9exgikw0zBiQ6KRUCvytcKdiTYTfYCJKPXDZOS4acUf5lIG8cN1wQDLgu0UAHvNQbMlFuYH5XPiw23hQn9CJCo498kiJYRSVjHY1sRegepxuBekdmQq1Hz7gT3LZsUZrh7/OBtkRjP7frJ/25by7SJwUa7krXFxVxiZdjmBCTbLRZNB68Sag1axxuT20799EX2z550PA4YcIeyt8WrR4fk3XxHh6fKXfZMavS+tcieZO/20Ol8s9lVFkP6htM8XtXRC5ny1lMHJ+0IV/DCapEWSjR7CwfWuM7LXGGPkQ2U7ZLknVjBLWGi4Sdl8bM0fFRefFyy0YO31jJey46hdNaA5kkAak0DiYAL0TkjXzdxhojefnCLw+TWBoQ3KeRN4K6VcRz/0biKhMGCeBmUfx+CsZPxEQ+IA2RDqRVPgC51JvHT+zCkGvIKTY2HJSOHy/DRIQy8tr51bWVsrKyLCNupWxsrJX19VX7I7xeNjc3yr17m+Xe/XumBw/ulYcySKIE1wQV6Ei/FhOV+wzRlyk6gYaydYnfjXg70IE5aK8C+TOIhqS/oEFb3SWoZ/7/El/iS1wEx+BV8DE6lBsmvIPDzBP9FFwW90UA3xXhWzLMq94N0dyKERIv7rq6k9gRyfmOHx9Pw3i4LXLN8vohVyXSGX/x46Tc1+CPtM0veBxkz9yqi9pxNBxTLYhTBpawV37xMAZsZBCu61EYKTI22PXwJZ2QQT4NCwpt40LhNIomDZZIAw85GxjK2HlafxjwsQZaWd0RcfGqkVPlZpWPIiDyyrcd80bqpPyMBS/GXFReUMb5a8sUMYqJ+qhoi+RC7UKbz3THHbTc4BoNASjQGJKfctcF8m0Kh82j42iZrEUlNRCD1ebaGKWclFKUKE7w0Efb8yIWGh6/Sf3nD+GJbFVXCgVKOiBKx4+/SSLfybynUi1PS/E/SosQfRj1/xIdGGeX0TTU+EskbgB3zAh9UUArTVLbbtPmgNtjMi9oIo/GO5TR9FjDATjmJxE3kV5B8bvekn+IifSVWgx5+JmzxmSnQmKIhrhmE82x7Rga6h8H/KBup0j/P5PRWOdlZqwTzZW+sdR+vpqrhY1Hb5lYVRDeytvNbNRzQLwe3q7iD09nypPnW66zls0+HbikYikVc2bM32EUSbf9p2Vre6s8f/Hcl2e8myWqHeA5eRTt2tK1cS1P2y/yE4zsMTIUIBqGI4LH+spuDIYCdbRL+gouyVB2jIfzet9GxGNQcOMq8qQPPvUAYWwIYpov3S5DbQu3p/y9G7t51Ia3YdM+NjR8+ee0zM1jiMithkj2RGiP8dZT5U3EQxiZyoxCQHn2HwkCbrBR4hd+miHDLSKTSbotunI2CB6eiEpyNSBXevyXDWHRmi551gdfhK5Od+VBHA49DcNBnaxGfcejDSpFl11BVUkaPVAaSIw/iDJiBH6JHiMtOUGjUMSl8TdGjoAhfVGQrTVJ7bE+dtwnb8i/Gm0eMbmFf1LXUK/lhvm1XviTSXrowKfHiJYGsy7DtLKM8RLDcMILwWDshGiUKUH6aToCxA3I6vQPunNMlE5BlU8L58raWlnnq6tFZ/GioxPNiTIobKyoj7z+eB6TW4s5STpznpNxML9Ynm/tla1dboLksnnMpcOa0H5JwG1UVTvMP8XF+01CjjP7/YO98qMf/6isrq6VRR5zZcfBKcAwlwSjo/9ZO3nRNyFgRD/1vOw3HHyUwcaF5nfvWFC2TjgcZPjEBmXWUVDzwFDgkomMAYwUJYtw1Ms7HPqlQcIuiy+7WL1SSyZaUaAsIngIpH4bLFg2NorUdzJK4vHfMHS6TQ3kq45JCj6Y5Cs9TDKMTD85IjMRBat+5/QpgcblZ3+tB53ILs2QpoM4UX3M7HK6PmZm5oPKvEJYogwMLEg6njah+S9SxnOdki/0Q3R9UjmXPhOykSbO+L7El/iLi7uaw34V8Dx5Dfy61pE5ma361197vXzta1/TmfRi2d0/LEeaG09nljSvMUcyn4W8Vo4Lv7OyVE407z15vlN++JOfF9kgmvnvaN7zFonWCS2uv//7v1/ee++98qc/+IE/u899FZ8Ube9GV0edIhxuZyTUXQsMBfrbRgPrKT/JmoexgYz5ARswWuc6PcTZH29XJQG8HEMYETnsakmiLMhZF3LwYtzxpKzXUYXZdSEa+cgvDZaq8EaQjiwUiDeqOddgDECBnNkgQ1tWRApZMK5T0TAm+bNxWnS6atoEZTLVMEiZLi6p7hLgZ/sKwu/EA2rTdbIiwA6D5RoQTAPG18BUh/MZdRDPb2NtVuI6ZcsjbJtRZcbGjB2L83Isy5qPK9nw1wHEVqV3NxS2jLLi1bgz6mT0zM0vlJWVtbK0tFIW5nUQnpyVZ89elLff+aB88NGT8uTZ83J8cuLdkFkNtK4tqT9lbvrokyD1Zh8Y8nb8yhqibe87xVh5fgXo6t+W5zMoklp0tF3b9r6KPmtMtFGDMd40SDJ+pGn8Gcccw1lb6mwn8IT5los4xyM//DV62tJN8BsaYhifbT7kQ9dFltX+TFuTX7dPe7mL5bC+qzCS5rJ0nUwNa/SVJRZ3zWl/8oM/K3/8Zz8rHz3bKvPL61rdlnRutVjO5Z6JTuU/mVm0O7O4Jnep/Ojn75Yf/PlP/Nl/Zub4+uzkz7cOML/jinLMu+6tP+HCET73F7ofPnxQ3vramzZGPn78sdeGCyeyV9S7KnV+E7LOl7DZHcwVQyVz31Lutt1Ye+DNLyy47IyFRBgb1RBJVzJkhRx+37ha17pE3NRaDQzFYZiQltJ4TRfCWAkd8YRO5M1ju2RgvtJk2bPAhLtjq9IoHKd8/tn/0d/5QwuiYZpwxVRdXXNJYZM5jdIiGmfI/WSwvlqwNt/MqyXQ+nvQ6EwWQfjh8fGeebYCMTCKGhu+OiW2hSNM32IgcE2ObcKDg6NyfHxSjnSg8IXBg8Mjf/AHA4QP/JD1mY6eExkQBzojePFyuzz++IkNjOfPX/pZ7J3t3bK1tS3/Vnn6/Llvynq5tVP2Dw9drrXVtbK8vCzSAcqgWMTYi14w0Qd24eEL0DaJ1n8VRmXFanVfhZvkdxWuo+tW+d1Jna6T/hZlazEcvr8yfMJ63BBxiSX98jTZEw5eMkM2+4hjwS6/QdoQrE4b1+kKflIKhH8cuVC0MpM6egxlW5lWtE3X+ZENX+VFaFRWwB9UGUIbfyVIW703QtyUIdKiJtrZ3St/9sMfl33Nk0+fb5Vfvvt+eb61W/aPz8vR6Yz5u4cnZWf/uHz89GX5ueJ//JOfW/ZEk+iZyhFTtXQOj4fBHN/XmbUh3OTb1djg6Q8WXZ70+O53foPRo36RvCZ467K+0Mn/1NeBNSG9zkeuiLQ1F/HQExGpM5woL/d6sNZgiBDGeGCdwPjgra8LCluf4ln8uWSEDJ/75y2m1kmcxhMvReMeF25knZ9n/YqsubmV164vLcnY802uUW/WrqUlGX0uQxjovLEWOcog5X7x2OHhgU6OVwj63S8YbshhpPBG3GgT2oY10tleDgk5xT/8t/51nbjXFPWAmA6qkqDS6e358ypQp6+CBvLlEVbtRkUr1/rdoLgIN/JjIJqUE+n972LCsPaG8ViBC+GTDt+EqrLyemEamLunj2RMAFJwAAD/l5+gH+9VJP4sO/Ad1xUun+IYlnQaW1/w/Kvp4DEAUgd5pLXb1s/vcRGbNwXOzc/IIFmwf/Y8DZC/OIZI294tbpXfHdTJpZlSph5XHWeXY1qdp/E/KabnN9YPuOG/STmvU/b2DabDtifsvqtsFjsHkZPqzhAZyAX6/pjQ2/idzoRsr2sahsYF9et1TKYb8tswx3Ui40HqF7OryrSyDf1BhEJ3G38lSFu9La7uP+Z+zsh5o+dsefL0efmP/uP/pOzt8xZU1ofQwaLK4j+vqqRO71zLP6/0zKD8pxzd+X3nCSDblqevMwt8nKkn367GxvzCrBfVN77yavm7f/dveZHGZGK33bsqlIG8CctlraAMXVv4xLR6xSeNMos1T6A0WQ9c9Luc4mM0YAicaL2hbBgXrCkYAbxgbW19rezt7fsFa06rdEuLy1qb9n3paG9/18YBDcEu++LiotMRd3BwoHBcWiItJ7C7u7t+R8qpTpgpK/nxwT/uibFRofUF4wS5zc174h2WM5WPNJwU89p21si9vb2ysble9iS3t8vXdA/Kwty82pO17YaGyL/9b/0bTY9VdwAO6uy0BGEoO4eCoZJjIS/xkIT+qN0Qcvxg8sc1iYpue0csui4qEpZhDKqaRj46KUBclIMfuoMbhDL08mw41hq7FTGw6kBAJMuuAZCDhjR0TmzfUid2R8KVx/mByDdcx1cCFBlxgvipA4PMA1jAdRkF6yhxN3JreDhv5CSIi9Xrdpr1nSIB0shB/xyN30VEGuITWbYhpvETV8WTx5jEleluibvW+2mVczqij2+KOA6m46r4m8CaRvRNy2OM3/Luomxjhgh60x+XiO315dFE27/4IwzVMjV6J4CsnUgfhj16a7jR2yLzaOOv42d+aNO1fuKyrslLtDJjaOWHMmP6xtAaRGO4sn99/12F5uztnd3yn/zH/9fy+MWe5934nAhf1NV8LFHWhhl5mJuDQTyncRfLmvM2yLpQnizTRP2or52oN33KiSHz/frqcvnGN79e/srv/GWXpRQ+phcLf17+D4o2TB0RGB9DvREj/ym6whjRP1+WRy875axpJ1rw0eddjuPjMCRkULBTwa4ET9HMaP5HdlW83f09f9OFN5cuLa9IN3kc+8vBh0exc8Ej0zYspBMjA2Nme3unrG+sWw9l4xsxNirW1/0NGNZGDJbt7e2QkxHCq9x5nHlnZ9vlYhy9fLnly1iHOlHnS7qkXZhfLMtL8UZa0LXPBGi36q2Y+T/873tDZDyR28wNSWzKpMUHMxpWXnVqTgZ5LSlV8ogPQwDZ3B1Rv0yAOLaGuLRBI2Ve7nz7BGQYeJWnLOXmARoDJDs607Gg26igBJZjkWdBh08e0TDOj3hrAchFmV0pR8gIcJoqj8tPcqk7Qdnig3nRJm6PLCsMIdOoVVxm0E0Wlov60F4MUOtvJgUbNLWu3fPjFSEb+QCHRzCNn7gqnjzGJK5Md0vctd5Pq5zTMdlP10WMw+m4Kv4msKYRfdPyGOO3vLso2yc1RDxK9Wc5IWYH4RqGiHX4j7Rwgz+GPH7b+Ov4Y76MvJLfhrOuGZdoZcbQ8ru5peKydC3u0hDBrmAR/i//i/+y/Hf/9EdeoPmAHXNcGCJBskZQrBRKAK/JY5o/64eu5E/Uj/raiXojHyeec2VjbbX81l/6fvn2N7/h+fj8nJ3wMIBGDREPiNAdJ5AX2xF5p7cO1rxoB/NlgHgdrO6xDBHACaeNBhkS7MhjWBBPXnyY7khGycbyoo0HnkTi0v+iFn/yPz45lBGxFDscMib46i1l866HdPEm1J3dXRsTlJZ7DMkHXex4cAnoVGng7e7ueJcE7CsNOyHILS4u+R6Rra2tcm/znnV88MGHLuu8DJEVxWebj48t2r56K2b+rdYQEUWA/1XSDcm9H7Fw04BEk4GtRTUQlyAwHDAwTo5wq4WnAmLZ0RgkonEBaZHlUaxEt8gKvDWPziAMsdiSj3cm6HDp90Gr8vDBpJTL9C5frUMYEsFku2kCEnd98JIehv+4bhY7NKY0MiSHcZF8yuABJl5MgrV9KvjAmyFHUmQmit0M0hs1be7sdDqrnjbsugsYdQnKmUbhXxRDZFp+t8WnVs6pGIzDa6IdW2O4Kv4msKYRfdPyGOO3vLso22WGiIlRUbvyMkPkQn9PMUS6dFV/JEdvzx9DHqdt/HX8pCOcBNpwW9cWGc58h2jlhzJj+sZwp4aI5joW9j/6o39a/vP/+p9q8dM6ccolGi63xKKsVTp0+gRWjsJihALBMiPI+hGfZZqoH/W1E/VGnnVhSYv3w/v3yt/+239TC/ii0rJjzvdRmHt7fUEX23lGa9ZYO/ZpgvIkGn3hxc99hjr5Pj5w/PLSktdNdiX4jsuiFve4KVdGyuKCL7esr3FJZK8sy6A4Ojr2gw3zfPflWMbG8krZ398pa9wHch6XvhbzMo/kvYOiMGsHxgNGCXHsZFDvI/PQEbsqtM/2y23viHCZBvC13e3trbKxsaHyn5ednV3Rjo2qRa3r2RTjY4u2r96KmX/1X/1fyZ6Is3yIHQle2OXXzAqqg1sg4rgJs94vIR6NCD8OILjpD138iIhw6EDGknJYwFMWRqRBol/QzdPqHzsXgdAT4DKFXfFyELKwp3zottePj1nfgDooT3JFT+YPWv+MGp005lS+n47BKFPYOuGJePgl0efCgGzKbANGAx1DxNzgA3T06YLflyRAWXnkjAjuzyFBpjca/wR/DIq/QmJcx5R0V+Z3B/h1yaMdQ+q16n5yTOq9Ha7SMS3+JuluW87Jtu/bbdgnhPNYAs3Fy44/tR9HDBww9AdRhot6xmQTw/AQGT+NEq0ftPFD2RY5L4IxmaGeccScdVtoufV/wMKrHL2A/Yf/t39c3n77XcXUtQcjhR9zZCXWJ9y4VBML+th4ausRCz15Duokv9cG/4U8Z/crK0v+Jsrv/cFfL0vzPH3CfK4T6JoXZYt8UdK3Z4cpxizy1CXSSWsw7LITFMEZGx4zZ6yvx2V1bVUGyEEYIodHNiK4Z1G5l8WV5bK/J0NiVUbB4bEvyfAgBPcXLizKgNJvZWmx7Gy9KCuL8+X05FD5sGOyaAODXY/dvT2f6HPyjyECD0ME44SW2tvd8evXyQdjhUtDWy+2/Gr23GDAeOEeEgwVWvLw4Mg6jmRUqnJU9QKyH8IJfwrO/c7v/s4f+vEkEY+X5mKK3w0vITqMSxk8O7ywsOitGSwitozwJ1ER4qmgSR2Mi0XFXckYN7yJLcKyQh0/J4tPtADNizcny0wDQ1bpshpgZXlBDSuSxUo4aF60YEq5ZVmKpDepA9C3IOJpEl7+AsU9F9EgvlzjMESdaY5wvQOSflEYDnVA0lb4EbdUlQ8FlqENwyCrvYEe/gGxrBu20kQeuL0Bl+h9gvhxAIWmjhTmgMY/OuE2/gn+GKruyzCqY0q6K/O7A/x65vHpl/mLgsm27/0tn9EXx6x4lR1HRAVsyU/tRxsXgQm9Q7/13L0hkoZCyg0p0frB0MAYxicu0wHatNN0eOL6RGjTZ16z5f6jR+VnP/tpOT6JXV73m8rgdchhEf9gW2B6Odp6hNEQshN1Shn/hX/OT8zM+KNtX5ExEvN2S5qx0Vf9QQM0Y2gSpBFqkhqq5RNb6bhEA1+n/37j7MLiSjk4Oi0LS6vl5FwnxQsrZU7+uaW1Mi86m4tHnGcWZKDwYjilOZYh5DfVykhaYH1ekbzWvGMec9aJKsYWBgTrc972wNqMAcTNrd0TNBpTGCys5aSD50tFh9z0uqQxx1M39WkaGR1cDWEdxVBD/8lx7FyNtJDYrTGHG61BHjP/63/tX6sv+4wz6yqDmIVwcssf6yiROw6xmMeOiA/SmX53JXjVT9E6f4AOT+uUf/byj4W/KSQRtoozPIHgI5NxteRGWsVApojrRQN40RZIkg2SQA/p4LIdzPXMqDt8dbo64PDo0Hc7IxOPXcnAkkFliMmdzhoGSkKnRN34l0YNeSShl4k00ZYH/6QsTLnpVbwNEYV9+Qwmso5FNH2we3+LjjslvsWYjml6x/RdncMN0eRx57oTN8xjcjRVTIyxaZPW9dFpG4zd22A4/hNjeUxIXiPdmI6rkbL98RFo+mEwttrFHOgItwvgmV/j/L9JH8dIE1fR5hHpcTnGWqnAUPaycIvkp8wYJVo/GNZ5GJ8YGixDwLtKR98n18FF2RgJla/5yz79O9Lc+X/5D/+j8vGTZzJGtBgTp/ksL2F48WLHV5hlffJiVhN36P1ZftL7PhPQ1Imc23aDWKTXVpfLH/z+Xytf+9qbiiEPKG43iDk23NDZt2cP8UbajrI6XRTa6aXNczaL9/b2flnbeFBWNzbK4QnrQ9EJPCflC1oTQqffS6UIjDUemeUJm6OTY6Xn1oe+TdC8KENjWWnXVha9s8PlnqPd5z5hP9jf8y4L94EgzU2q7GqsK2+MCurICX9ccuFm1qgzRsehd1EWne5I6RdkgGB4UOUwps7MxxAh3QSkI2pvr+GWInFlzPzv/s1/XV2PNv4cbfRt2t8vQTQLuDtSladQIYF8vTwzE4OmRdsR7UEBcjDQCOEXL0sr/ekDlA+ZlutyXYLMd4guneLZ8jPIP3wUQoN5puzuH5f3PvjIk5XfBaKGTuOmG5zoqPoyPz6H/MYrm9ZDPSh1ysSlptqOfTEaTJaZdNPqmWWh5LP1WpBrMSI+Tcc0/lXo6tPkN97aDSx6u/yuwm3rcRNclYfrP9mZI5g8Bm6KaWP6thjTN60eV+Xdprt9OUkHxS5httdY28Nr+RluL80w3sLQD8qdw8S0Uo7pTR19OHCVv+XRLoSnzYVDSgzlM9zKJIa8oS6Q4bH0YBr/agwWIsFtPDYetCD/8Z/8oPy//j//33I2o8XtjMvimlcxOli0lSaMAdUXg8ThoR7u5RCoY/hQG8aI3LYaNkRg6I9xQB2XFxfLxtpK+Xv//N8tm5vrkkI/a9Kx59d2vk//ED4J73JvcJ4vF4tVixNqrSJeFvYPjsuPfvJ22Xz1zfLt3/od32/hJ2Okhk0BDA12KvDHu6l4nQTvqTqWISKejJGT4yO3Ce1FXVgDeAyZG1W5MuD7TV4+KSuLszZEuFn1+JhXUhyWddUVQ4TLLICdEu4NOTzYt8FCgblNg3bK79nQN20bRN2i3nQPhhK3Gbi2WW97MQDjPSgQYPzmvT9z/8q/9D/+w8WlBRd+QQVP4pJJXFrh3RYYI1xOYTDT6HQibj1Y6AAagYiRQTgByweyQAkKZm3ME53ePh9ABdMPWv9NMKGDRrPHORrkQ9u/8+4HfpkYNwhx1zGPMuV1Mgh/S9SJgbK+vl4217iTubYHiqW/2wGyo39kTUelRzSsX7bDOKJtgurENEW+1dtiGv8qZLrLyzeARW+X31W4bT1ugrvJ49Mv5xcDMa6zvcbaHl7LzzCmfyJ5Plni1+w+XoahXv3DF7+qM3GVv+UBwtN4rYHRygz9w/gWQ/6YbIavq+P6qPPpNUAOnJn/6Mc/LceacLsdXNYG+UMTvHaPawikJMMf6UknVq4vbTXwhky4EF+DffToQfnu976jMGkiXew09Asnc/RwzUpEWzUZdWAXvgH65CDPWsL7VLZ39svm/QdlaXVd62ysuaztZOU8ZVWx+LMDz+O47GhwfwjrzKl3IcL1l431s0mksnNCPz8/KyNEY0rGDzs8rPP+4u3CnO9FwVBZkfHBY73c78ETN2sKswuC7BK3XfjWh8XKk1+ySUM54pcWwp5YqpR+XshGW5uUf9wywS0fon/hn/97f5iNnZYOfluL/OgsHbjZafwA7Z5Ec9lRJ9J5ieiccDm48gBrYZlekVyMnJqP2YN8Kz/ReG8Ep7NunJpHBII0CLDsnj57Icv1yBY2A4N/aRl7cMj4SD+GSfJeeeWVsrHKY0zUh7rTBsqjtmXb5n6CyNYXhaoGmWT6MgV/DHFprMpVQYVG04TMRUzjX4VMNy2/qaiyTneXGFV3x7k0ylrNTBjVcw006TyoxLlGH6TsXWCarjG+63Z3WV8NmoL24JhQeToDu2kj/EkJh8PjtJ0MXP4c7o+zMXRpRC06Pr9W9xWUGPKGLhjGj1Gi9bcY47fz7piOm+i6Hi4OFjShb0icqC0uLvsN0sy1mBusIY53SiGPkfwnMof0DuOmTvo3hJhXQyzCEGZB5p3EpZmvf+3N8uabr0sGzUEcCy1RDu/GOHOBbK23BipiThYHVvuEDWlx+HkHY67wBu6nL176qZe1zfsyElRGJXSfka+qwK0BXMrhkgyP1mKQnB4flhmtHfLYf86TqWfH5fxoryyoTTdXF30ivLY4V9aW495LnphZ05q0uiK+jRAZCBgPMgwwWHz/pvOPsrMm+f4ZMTAW/PZZy9aNChFhDAzuFUkjKu8XxTjhBlr7oWX8GDLJ6+Nm4zpYWEthREBqMCzDJLd8pY6XsgwaeOnvOzgxxmsB18ZHysCw08gTpoOhCdnLqZXtSD8GVEy6hPg/SfyPwReWa750BrIlWv3oaw2SdPN+GufXlLmFr8FpgMFncIKcdEGU7Lq4ieyvGFSVpo3Q3aHqnaC7xohuewe866AVv2HSzxafceHyGGxH9PDYaY+n9Pt4GcglIh6Pg79SZLkvQy5+V8nGHDaJ6+j/vOD07MT25uuvv+aFMNYQToIF/lGXSueaR9kxCVLdTb2/W72Ql2yCYBL/hu3DmfnDR/crv5+PHXa6kHdL61/2TTASfcBRlVp0QeKkmDXv0cMHZV7us8cfla2nT8rh3m455cVmMjbmOEFVjWZxz0/K0tx5kU1RFmdOZGCUsjJ3WjaWVXYFvvXWq+Wv/tZ3yj/zB3+t/K2//tvlu994s3z10UZ5ZWO5rC7JEPHiL0PBGwJsNFBDbqPQul9dbnV1++s/RBOmP0pcw/CTMqyuw3Zi3cOYMslwWVDbmjBQZLCwW7LEfSwyUFZkgLAjwy6MikSDkxGKopNwx9BlDlXeNKCnpavQyU7RHDF39HMdcAmNA2uVa19hWGCNcmNQXI4Br732Wvne975Xvv71r9t69c4GFqpAuD0LmYZ2NyOIM60a+SW+xJcIDGf0vwBgPrgtxoyTzyt4EILy/u7v/o7nVOrdTp20gncImB+DNQISMHcmxQ3FoevydmSe5qz93uamysGJpdqueefJZbmydrLrEtTvlKehMq0f4vJT6OWJz/v3Nn1fxlMZIxgiR/u75ezkyI/zzssAWZ49LuvzZ2Vz8by8ur5Qvv7qRvna6w/L9779VvlL3/l6+e3vf6t87SsPy731RZefE2VK5/Jo/WJbBdOKO6fEVZzC8DoirlLjR0frv0DKCwMk3u+ltub2DRsj7KwEcemlo3me1AnKJ5XYifHtH9EgsQiKH1tXKpwtMWWEkZpEXFKLfiHtqUZc4LeUCzaUPP3r/C1ZjoqKapFNyWPXoeNlowxkux0V6fJWk/OtA1dEDZPyhlleJKPu9CA918DAgmcHacnbWgveZlLxJgYd5eWRJx8E5K24GJgRD1SKrk4dB1l8tc5OOwqVD5oo81ThK9EdNJPdem0odaOjJ0p0GfG+tzH+nVJTHr9IaYT6NrwZdeml/maokwHEwczkx5lJtzM5TpnuFhka2UfupwZjfHxjstPQ6rhJunFkG+s/x6i9tFUcFz42GmSrxLEaNJR1mXBHaCqaBSlGEwXp8x7mMYZhGcB10qVsLmygbdNWV+IyfWNAR9LdIvuvpfGync9qHmbtURG+8cbrZbHM6beMhRL9ozolqYJdu8XcHTqSRx6Owy+9+aX0CZIUy3Hu4HM5Y3NjtayurdQTSaXlcooo2r4dAwO4gEkYISeUQAHmhTOtFcc6qo81LrVmzOgYlns+y82fZ94twCiYVcXvbcyXueOtslK2y6PVExkcR2XpbLssnG6XpfPdslT2y9KseDJGFhe0tizOlfXlhbLIzoZ0zGhucFOoH9k5mWWuUN4uk8iXgbgptN5fwJzF7FPOVE9T76f8NJ+b07LRBpQ2Cb0mdvOly8YLeSvOSy7pcYekf0le+0R+vYbi5KdTg7JDo1OV0P/JD8uP1r4arQ7Sp67ERHxDiUlpwvFr4XsuKiWQ6Xmtvv53E8QBiqduN9XrYFh2vD+F61rcrIM1jcudxxBy2chZjtGWU9Rtyxa4bbov8SW+QPg1OQTucrHP+bKdN39d0TfLWfnqG1/VfMrbtln49KvGRlzajvpSY/tx+eEZwdS2MdspLcP8zdMqzOuRZphuih6jN+R4uoQFlid1Tk5kcKhe5LGgOsyLv6A6LGlt4NFa3nm1Vt/kem9jvfzmd75T/mf/8v+k/PW/8jtlbWVJ8lrYMWpOeZ5ZBgWkcE+n+lMecm1kuL0wDvrdDxegGgycxHDyPCTaeUhheESdlFj0aSPykvGYjR8dk9QiJVrk69aH1OpoKTEWB41hIr4VwZ+UaHkNf0LHLYFxkXcL47LbYSOE610K+9PNtf7IYrhcJ79+h+b2ZfsSX+JLXI1PcvwnYnL+ZLiLcnxR8cqrD73DrNPrmBcrP+F5HL4W9jBSwn8T+BJPzrvyc1mAb6jEDnl9D9Q14bW+/sr5jN+KyhdoX7zYsn93d6+8ePa07G0rvL9fzmWgUNplndAua+1YnJ+Vy30bKguXUXgLqm9ClZFxemQKQwSDZJLYne8pDBLTueJF6Zoo3whxywEUT+VUfzVChmM946G7BH3Aujn3L/6L/9wfxnYJOwq1sxuq0hYexiW1mBY35EOp82J8hMcMixtjRIdy6PNq/An3gf7xOBl3cvu1tQLbXIjRSRgcfOxn6+VLP4udHZd6eI/IgsY1QXZpcInJ62ltfmAQvIDQkWXVcL5CPiHpTnaY52Vo012Fm8ny73Lhm5TzZrid3tuWZ3gw3x0oz/XLlOWYVp6blPMudFyFtr0n/f2i0/HtTMoTNbFA9dHBdzxyF2kCvmRmYf3vjz/Qzl1DXDVXpgumxV8WBmP+ltdiWroEvGn8Tx3OI/KZnZ8pv/jFO2VHCzjn5yqV+Yyt8AVXHIfSN9ne4ScNl1bMq7LW4UuhwcP44ImPv/pX/4pf8R76cxxLwv3Pouz/+hdx6G7HO/49GSAff/zEX7blS++80JKPxu0rzBd0d3d2tVZslRfPn5fnpmfl2bNnCr/0x+P4VguvVt+zu1uOD4+8s8Kn+nmTKe8f4YvE3LPod5EQroZDglpRN+DLUy531juOBxsSXE5RfP/Jk3YTwWJG6k5+TynUC0uiCfb8FqEnqDt+qujcv/gv/L0/zJC3dKaAhNdBX8irMSYL5wYqboRshLadnF94JwDv+OSsPHn2vPD4VJc2hqS/Qvjs6VO/t58dsERcZwxDZJELn0qSneSsrcciUxH5TGKy3FcoaJB5239Vxg3adFfhZrL8u1z4JuW8GW6n99Mrz21BeT5vZbo7tO096b+lIdKBuGqINGmmYsIQIe1FGkPLH5OZFo8/w2P+DIMxf8trMS1dAt40/qeOzEJtzRqzvbtf3n7nfc2xEVF7IFYmLYwuUjK7xAHi0hAhpjNEWpKx4ZNBCWCI8Fr37333u/KTGMUiZ4aGaoTUBTn9XgGCJSlWTR5mONOasK9Q3FvC47HcNMpHYJGKjQQu3aAz6PiYyyBscMQNpvsHeyIZLVpTtnd2bKC82MJQ2Q6SUfNSPIydne1tu3yq/2D/wN954V1XfPPlCCOGN5xKv79sLIp1SW0jih38ubpucZxQZuoUFgCXZ3IdG0O0Q/VI40WM8SYRrUgvh6wMkX/uD/EGoXgSmRWdeB1cVw6MyUZe4b8WLhY5lIygH4y9wKQoISmUgwyvH3785Hk5lIVLh3pr6pxrgdFSvFI9+Tm4cvB/9atvlIV6N6bz489EGZzZADCDJuMrv02nAdNhQvYinHdF679WuitkEhN6W0xl14ir4kErk309Jd3VuF1C+uzzBcpzvTKNHR6fd7TtPem/3BAJr0aPPJcaIvgavVORutHptEHmNv4hWv6YzLR4/Bke82cYjPlbXotp6RLwpvHvFuhLCvgSiQZp3BCpOXV+sfz5j36sBZsQSxXIBasfzePljRNm4rzMaV523YhL0j942B3cj/K7v/OXy2uvvaIYFt6aGwssgnVOd7jyTcj1RTGPVzFgiDA3sx7EezqWtUbMy1jgy7R78WG4g0MbLaz7GCXx2naRso9yR0lZR6Syri2EeWspRoUMDNJpTTo5iW+7HEgnxGUhdlP4Ci6GDEbLS3ZhXryQG8aMjRh/KVdGj8rLF3ZJa92UBeNJep0vZRA/Pq9S2yN8FfDkZFukn/Wp8zfUIHpFLu2M++/9u/9IIr3qHn3K4VMylyEVXwetbO+nK66f31TRqm60PEoTTTqCyj5WR+ztH5Y/+7MfloMjrsOJqUmM1+0aTafQqORDVtwYxAtyfu/3fk+GyGEXZ8j1kzQjGC1n1R4+uSMi4+nG0cpelW5afjfBXeTR6Wj67NZlG/l8N+C4+aQYq2s86fLZIZ4Amo6cUIeYxh9DK3uTdNfBWBu2vHhKLNDx5cTkPZS9aLT48krd2W3H0PRaTOpIAu0OccsH0/yJljfcac443KTEZbzLMCzrENN0XKX3qvhpmBw3TKwBPxShhfb/9H/+98vjbZ5QrGfmZzyNwhyss3jJJPkBCv/1xxmPjLqPNX+zoGLgqKQRKXjTQ3ly2Xzz3kb5X/zP/6dlmZdz8Jp4xcVTJlU/+efugML5/RpuTMVNIHN0cFo+fvzUhgeXTx48uF82NtYs+84778oQeClD5NivaW8faMg2xM0wbtyzEjIg7ztM10/MYMTVcdzLmhMgKo8Di9V+Np9dmuNIo7rhwvOOCf+VLu+jgTjpJm+/YZ28FM8Tn/NzfV2sQ+T3wZCPELchEKdVXU2Grux/5CkL7e57RCI0BDwKNh47DWR0XbSyE/7qXgsIDwhdSaNoZZyoQdVBW7Fd9vjjx7ISNUjFozHji4TRkHmtztloMM7MyILU4H/9K6+Vr77xhm82ojNTJx0ytUijETWh/6PA3glMreMIWtmr0k3L7ya4izzGdNy+bFMS3UrXJMbrGuPks8MdVORXiNG+bnhjxkVUOfyTshf9jJvWX5Ndgl7Ak6ZA+qRExiXauNafuCyecPJaP8jwGO8yDOWHmKbjJnpvj+YYkTrezvnBhx+VJ89eaqGUQSAeuXAS0i+qfb4quf7VnQ9IfRH9EYZE6O/liWEe5yVmb3z1tfKb3/+O5noMmTqn49YksWCGUWIfYf6qmyDMDsKBTlx5qyjrht9YujjvonLTKjsYACOF8qUx0oLyE096yo4hhR/jJb4zw84HOxgHOkne84ny7v6+d1m4R2VXxO4936E5wRA7FbFGSbd3VSinXJ/qO0zrzXGxSmGdZDscZbIRqDUtd2Eg7ok8VDn41MnBIWXYL9vswIjYgcG/u7dbtrbYddkpe6r39s5ut/MS38vhzbCxq5Mf1SPXmX/v3/3Dpkl7NH2tfqYq18NNBmcr2/vdTNU/DgreYcI7wp+mqon3wLK3F+apaDr//Q8+1EDaZ/R68PBmOFx2PRh0fCWRDw3F3dhKqIMiX9Izx9vqqJf/+Kf/5DtWpizPBGBGRKS3dwKjdZ6Cifa+It1EfIsr8mhxdR79/7F40Ovoe2dq2VqMiXyKOyLjuP5xc1tMDKWmIjmmh5jGH8OYrDk30HETjM0dk3PEVTsiwcBlgu3QiepXn4zwGKr86bXpxwv5DY2R9LcuGOO1aPnTjBjcpMRlvMvQ5jEmO03HVXqvir8M/diaPEZYgP/shz8p/8//939VvA+isHc1ZCx4GVI6GygNpQ7Vwid+1JePtLGID8ew35Wl5liWkfB7v//Xym//1vfFjadLEEU+d0XC5WQz8smdkOGOCHFcbvngg4900nrm9eH+/c2ysblmnY8/flKePYtL/Ny/QfmQGWs/dA35GU63rdOY7LC/Y4dDciKeEpIHr+VSNnc7kLepQroaj3E3o/pGmua4EmKHJssB4ag/rAdH+mt8S7FeUrIox1RDJFHtpxrqERlfjqtkxuPH82sxls7VvrpIl4LBxS8CdJAGnTqdg4MX6qCe2z6G6Od/IiuJhwbK2pcXf/VeCwhHguvU73btfXW6FjeRbXHbst0Wo/q+kIaIxlo3Jvv6tZNVYow3DZb8hDpuirE+a3lXGSIAPlGtbIJjCL6TNnqn1yjaM3RepBZtOCf3Fm38ND/IMO7Qn+HENP4QbXmm6RjDVXqvir8OhpcvGV8ffPi4/Cf/9/9HOdTifmxDhFEuV8YFY3JoiOQONfCipnJhQHgnWykl0mFOsnwz5d7GWvm7f/dvlre++hXFIxfGB/DlmHq2bj9laAyQoSESmPWuBMu+PxbrN3uR90x5/vxFefz4iXdF+Hou5csdkbYNYwdnfPyAVnZa28PPuGibyf4dpvN7t8RKPm7XhjW935IqOcIYHl35nI6XkslgsRETl2B4Ggc39cD3lQE1mYLmocsqaprxGv8FhTuhUnSLBq0HLoNDnQJpwJpk9SVZBlJrBkXYHQBVbXTCl/gSX+JLfImL8BmyFqWNjfVyf3NDhke8JKzGyu9VzG5LLQjFHM7ci/ikrBdHzeu8FfvBwweRqM7PCUl2rIyRSVF942DXxh9zW16KXQIWXq8BkWeLNDiGQBbkIj2Gri72B9lQqBQGAMYDl59ilyNerx7k1693JKMiXacNcj9gIDhedRFRonBnyjGXaXypJi4jHci44qoBl2e4Efbl9k55sQVt2yW8tb1bdvcPRIe+pHR4fFqOMDTZuTrVeunaJbylMqBBB2RD3Bo1fehA9xhdBE2fvzEwUOhAd+K4imuhK4EGkR39sAZ5O566xOXv61A7LKn7ydqFarx6Vilp6nDZNoYIX06foJ1HkO0zHOgtv4ufFPnUMZH3J4bajd2PIX1BQAuppfxzoILJMCmlJgSugb7/b5butsi5IOaDCh9iA9410Im3VW+qEUG32gR/Gq5bhpS7rvxtMe0YGeNdtzzDtNdNd1do84tLMKWsriyVB/fXCy+MdCm0MDKHSkh+EfJyk2ZntGBCOmPk0tvM7HzI+5iPejgpKuTn3SF8ZG9tZUUhllYcysBZP4ZCH2Yejjk7/NYgvRFHyqB+IScf2hO9/OLyBeFsZwwR6P79e2V9fdXvMFlcpA6cwEpSctyT4U0XyiQt5+RX/fB9v4c87Nw4E0E5lHnVnxWInG2QUWbaS2mjnSlj3ngabwyf8PPdFxXC34GxkUIaKY/s5Z77ZtS5BRGypvBD+Sp+yhdP+GBwyFg5OvSjyXuinf29srMro2WP+0vifhJUX45aybvCpLrosEm6BCS+4/K0oCMT9g/yo3Nz8Lt32vj0147oKNH54YfzJb7ErTF6uCSzpV8/cJzdDpEuat7/JnDHTZKL6F0gdV1H3/+/vT/7sWzJ0juxHRHuER5z3CHvkHWziiwWuzkKTUCAgBZEikXqQQ/6bxqaRVazivqHBD2J0IMmQAAbElhUF5OsrMrh5p1insOHCNf3+5Z9e9s5vo+fczz8Tsn4jpvbtGytZcM2W9v2lEWtNyJ+9GhVYVH8yU8+tFFgpDlau9A+lUVcjnTnMXIW27BSFsFC+7Offab0SUAZFj2KX++K5+T3buqGMSCQh7wyXKJT+uzW7dvDRx9/PHzy6SfDpz/9ZPj9n/3+8PFHH9kg4DHbe/fuyz0YHj56Ojx+/Mzu+Yv9Yf/gaDg45AbS4+G1lvCDQy5hyThRmN0FjBb2GN7IYCJsc0TG2cWLfP+Me1N4+qjqG13SZuPP+lbZxKkPvt9DIh7002iAyWjB930mal/HlZ+bh90GOMkgrIDlIh+33hB5hwlqu77D3uEd3uHHhROGyY8Av1PGxob47LPP6hJGW7A2AZRZ7PyjLOFuAWTx/OCDD7T4f6w8tat3vvv2hb6VPQ+IDTvjXDZhEUc+vHk6xjJGQ6B0ZBeIb5ahE0+mPH/BJQ+ePnkxPHn20sbIvfuPhvsPHg/38e89HB4o/MDhRzJaHg2PHj8eHj99Ojx78cxPtrzgSZv9fRksh8Ph0WHbbWn1bm2AKuWqnZbrTzyuH49JS9vir3Lkz9G4fOO3ESgAJjVOIoqF9seEXvdZx6iawSztCtezmMtfcB2xz+00AJZdjzHttA5qWMUjUM5s/rpyq9CXm3M95vI3cb/rGOvZ1VUpY/o612MufxO3CnO0Z+2Rnsc6QNLTr3JBjimlnsh7G/THbY8+fc4t47z0+TaxSve3RXjSBty/cfPGDV9esDzOshOW8wJGWlvIikYL20L+tKCOvla8Tz75yN8IYxSkbIGw/ztWfREa0jdDxpXL6y+7BaMYgTiXVfp6Qc/NsXxQlfzog29W+mcj4g0vQjsa9rk/g8d65Sf8lO/bPH02PHzydLj/6PFw98FDGS4Phm/u3vMr6O/eeyAD5qEfq71x4/pw9epe+14agqb6Eo8/tnFLw0Ac6yckHj9wGfOYDLDkE7avX11C2gIRsWmH/E5DjZCGfod3eIcfPn4Mx+qcjuv07if/3xU81UKaHZG+/ixcQR82Wjv0BgsUFE/82rW94W/+zb8xvH7Du6Gg9w0hFDMdWGzPXsaSvA3h+wezmEeI4JdjStQoTVlelNvCbeNA8WPpuex6sLvCvRi0V9WGX/HF8eQnBszR63pJ3GHzMfY+/eST4fd+76fDZz/7bPiDP/j94Q/+xu8Pn332qY21jz/+cPjgg/eGO3du2vGCtmvXr8i/Zv/K3u64y2HZzfXGBuE44lPdqk3SQVsZIuLWAu/AEB8H1jS23uEd3uGHhjZteUJM5AeKTOL/OYM++vDDD4ef/f7PvLBtBRa1ttB5frY/GQF/Q0bIe++9X/krJm6m9HODeI2Lbrdm0M91eWRaPvJwA/mk+nUS443nAL/cCeNEJgj+G5V9Ix69LxOgufrWDU36+jXftzmAk0Tx7ivard2kuntx2L18adi7etnvQnnv/dvDhz95b/jJT9736/A//enHw09/+snws89+T8bLHwzvv/++65OXreF4B9fR0dEJF0MlLohJUo4bWE64NNNmmBPyY8Fa3dUUGVQ1WAoM6AywbdwqjHowSBpUYmMeLpl6nEM3jPrA7wcA1Xxqg/YEkp9C6sZsr3OcDoHRMazjvj1Il1m3OXr9A0J9+nL+Ik7SraadsErGKrcN1o3fVZiVa9Hwoc8hYkwstbcmZN7nEHK/hwLS5lah13NbXd8Gvbz4rusKbEJznhjbfgWi/yq3iPRT01+LIjsB7BY8vH/XTyte1DF9kX5VmL70Yq0y+L5xss3JdkqL8YIovwdKvcxbx69eliHy2SfDZd7ozqMn3fgovZoMjyfK46euLORV54ylmmeIl+5z7cJllGnNqLS0A2/h7su9GV7r92a4wNMqPIGiMooopRkU0u2YG03lhu6py7oBlUop/Ea8XyuEr2bAr/q0J26Uhs8bUy8eq+3UtpeYP6U2jnbB50lRvw/EJVVGhkvSzYT2O34tA+b1cEVGCy/4lCJoX9lyvOQNd8iNtfLZuaGe3sGJEyFP1SDjHd7hHd7hdwdtwj9vnFxEzx9nkbG8+H0Xen6rUHV4nfnz589bwuY44sz7sN6oSrPQFhgBXA7gzP0nP/mJ1lAtws0wmGsr0qbkt23L6hvkwTTy8FmEF9DycX7hGYt+05GfIw31XEwZCRdU0dEhT/XDJ4788ivNV3saTb6bZsPNrIs+cLFZTHpAn/at+0ymvD6WesfoAqRR1nV1yneIlXXbBGmn3q3CNrTbYOS1AcPQrnLb4qzl1uGsOp213Hng+5L7g0BX8TVtcOYmWj0L/TCAfkxqLXoCp6i/Uc3axNljecH/NrCpjEzsoA+D70LPc0dfBwVZnHABNUqtVtZOPPxW091dtwEcaRs+2MYNo7dv3653kyit2kxLMm212HzCSQmQhyy+qfg3kifSu6L2Qm2ZBeTXV20nRAZ5u7uXrTPw22BrX2QM8zZZv2RTfv9yTRscbF3Yl2vx0FGGt9nyNtl17x0a1XVS0qf8AAOE+lWbdqCOLSgh+ls0QkKPMYJhtUCwKVJmuVwEnFAqWFFuHVRi9jeHPr//nQe24TbRzv+2wTblsJ7HPljRDT025buMs5Z7W0Suf1uMp7Vj83vEcl1Od6Jv4R6LNC1/RbPM0fbuh4JVOhFzyqp84otJG0GcGCgLh813OV62kbVc521x1uNhrsw2vHra0bW8gEdX9w/2W0ygqunTpWr3PHKzJ7seSnQ6Yfyf/exnvmdEGWPbzckmP/dq9K7S5ROnlHiMP8Kod8LpHyVVpgUdZhci37AhHbamNR1GhurBjojCXs5JU57fngoNN9vyevzjwzHMC9G4QrK7w8vIZMCo+CUZHlw6uXplR/6OXxb3kw/fG25cv2qZKijXDBL5FV9CVdX/7IuGsrQB8bQVsN7SkTjORobcDNeRhra48H/8s/8W9i3D3gJoBDdEQwSmgUHSQB9eh7LcTmJzDtvKO522r9M28KDcRuk1WKfHunqcVZ9Nys3JPo/6b9OPC+CekIa1PLx1+EPA4pkQ8DE40+1zY8Epc+mz44Y6n6z3qjF21mNgFuqPuRY/a1/PfT+GuvltjoQsTz/1c61DGhvKWpAHTXNBH6YfvAAIkZf83l8OJ76Mni44jTYuWBdeRT+XBrahXYU5mk3KnY564mLgzF2xX//my+H/9H/+N8Ph8Y4/8s/9BLVgTothMK5PyvBLtKTL0UG7PCNm3ID50QfvDf/0n/yPhzu36h0d/rWdAHYm6sbQRVfGQtNLdEdH9WQKN3riu5x+hfnjhqJajoeHDx/65WTcxMlr0dHxgw8/8FMp6kERlRzfRHp0PHz99dfDF1994y/V1mOzF/1G2Etyly9fHq5f3R1u3Ljhd46wy8OOBA694W0DQD6GV+qS7+RcvXp1+MUvfjH84R985sd3gchKDj8bFu3SFT/Pm/As3+n8a2F0vnvv4XBfdeReEJZ15PNq+dyQC3Z2yiihbHQcwxAkUo3Zu6UUkdD0uFUYO/IUmqDn3aNPn8tfwEZEDT1t794aYnJuvM4O9aJ/3ypSz++hrr3o0am6o+t/fXpzPxTM1aP+FRbSO0xpyzmngdbIUTu5idti/rkic0E3GYFxjtjA9ZhLd6iqUXn8nE+Hk9jyNwTHT3E5iV4uSNxyOxcwpy7n9fmbYF25ubyay0/HJjQ9skYsl5tL2w7o3vSHjw5UmRPDo8fPdI6x23L0f0aES+qf6w+JFjYWa5MWK/NkwWPBZxfgJB/kdU70NoWW6rSi+TtYmF3pNJVRDzVDYVqIATerKssoeqXLLy7SW2HW/h3R72h1/+ynnw5/97/428N/+bf/1vAHP/u94Seq0/WrV4YrWuB3eeKFHZFLcryGncswvHf1+Mjhy8q/sntpuL6359tcdy/qvxUsZ/kL0wIJ8Qngld/DKbQxdZPxotopXjfG+rX0+KQ1v9rWVs+YjuOKkQWUm+TiEEOjZSInqXenYi2BsCjsTLD+GwmbaPvfeQAu58nvzJj69VtD6vm913UG1Q/lftDox/3c+F+b3uKboucX17fWQvr3g2kOWnSbQJT1g97V0L9xvprSA9JOhQuuoWlYpePbLc5vh9Pajbzz0u18+LixHTI3/in68uWBAlms+A9NJw/ZLlZlAfrguAmUR1mhYeFnx4AbMxUUoJdzG4WH/LEu5ZfcCdN9FIWRvAHDgd9y00Nno0KGSG+E4GecFl85/hws6TxSi4FxYTgabt646u/vXN4VLxkW5NWyXpdsMFgqDvBLX8Tlg6zsDEkNJctIUfob3ysCfSvV1HCMSGU6jZfJ1zYEZXDwJy5YftuBQWBLK+HUWQ7DJxo6D2MkGqu8C73DO7zDO/wAwZZy3CZYZWT06Uzh3zZOMwZOw1nL/c5A1acFDg4PFrb1N4LoMULqMs4E2hQjYBxDWSy3xlRuWTXGlx8LX8pwVMX6RRpdgPVcICdSrnZPLgxXLl8ZPvn4E9/fsnOpdns21T7V9P0fNh64tCSZMkz4kjz6cv9MOWpgM2N4Tdx+hfGpV+qnPzl4Vph6USe+P1PardBwJpmyLt/iRhLjKImgdSiFtnc95vI3ED0C6jke6yCqjWnPDLHudVrnvi9I+qTDCjU0Msbfjw3fZxvPySbUp69zc1DOLG3vglXyVmEb2nWY49W7TTBbDtehkk7yy3h1uaU2W4eebttyQV+ud4vz7Un0+dAHCa8qty0io0fS3kbG1uVFSt0OD2SILBufZgM/eao+vvm3NO86cKZNdmsftfJoyEYP8pyrf/imbWnOk4O+eOBOorEyWnFCTk+83CS7aEjjfpN6u6nlVLJpJZmQjZBPPvl4+MO/9TeHTz/9aNi7vKt05YkGx/0eKWidHZ9c1cOZIiPcZLle0kc/BZXDzbzohg95he2cQEWV91o8LLriam15tHWF/VE9tluQGcUE33tj+d1YdxlKNl9pC4bIPCam7/AOHjtx7/A7ix/vUV+T3reJ8+RfC8ZmOi/TZWEFq9J/dKAaqstrXri1VA/HxqSpvmqVFhp8MyblQdoB/6i91TN55U/tOXGo8Nr2JHtUyCWINCTOMs+iXjsydbNnx0/plmNHRuWxYQIJLwnjnhfyiYuTi+Gzi9HrSBsQiwscHo0L4sjmBtZhOJJRcXBYN8e+Onw97B++GfYPXvtrvqSTfyh39FpljndUBl0uybjAV/y1FDXfkjgaNjI+aOsYYL5sQ6VERj1GTRVBG2gu/Os/+5PiIkB0EhQYSUb4ElwLr8JsB3ZY9dTMiKaog83fFut0OG/MylM1q/HPB6vqdJ51dcvPsJuTsYp2G2yi+3wLztvS6/idZ1ttgn7S8JmN4JSF9MIi7enwuGrk68o5dy3vas9VtN91u/Xon5qZ9NBEOKPTpUucQRYYn6bXHzXK0wFBtsqXwVlej8jEXw4nDvrwHFbLq3sIVvGif/v8ZT7J68uA5fiqcsuYS+uxLh+EZvXYrGMBQMOPs+9/83/9fw7/6a9/OxzIIOGCgY0IwZdroOv4XeAMX3J4fwh5fGnWlx8YLxJ/eefS8NlPPxz++B//11rYue9EZI0ffKZLDuXGRdSLPY7LKBgyGEi8EbRoSgeVYecAtOao9AYFyeaJm3t37/slbXly5tq1q8OnP/3Ul2HMx5dO4H08PLj/YLh4aWe4ffNGvTuk9Rn1xLHg170X8hHMn/NMZj9PvqjHnWYiGQ5Pnj4dvvn6m7oZuNXXZeGlfAzAvBeEG4B5ZJh2QwePUX4YVfxdRLcd67z/6nA4lCHz5iJGpMqp3c2j0bPem0czTCpcsi79sz/+n/5J03IBMLCkFa6aokBlqhGSUliOn0THT8pVuAM8E2z+RlBjVuPLJ9xcbQCRV9ZhpcuvfxthfZ3OF7OardBhG93W1ngVrzEdv9qzFoKpbefdjESVs86rZG2EqSy84tZhm7Y6bzC5LUPT0NpOWZjgGvpyc/mrsJqWdLjCFz0r/rauju+3xWKf0Yea2uBOzM6Tr8diIf3s+gDGh2krr1x/bbvxaPpONFUG9PFV+Zsi/bBcZhWPyOrz+/iyD+bC+L2bw2npq/JA8nuaubRC6xeBvPTTX//yl8O9h0+UrUVSwzD3MKjBnN/Da5EWNV5cxo4IxgJiTCp/Rwv9nVs3hr/5B7xHhEQ5q1HhOh5nwvpvw0e0vozSdMCwcIg4YfNCYHNmXg46gLHy4sVLGyDoR1l2PG5cv+4FmXs32Mw54nXoh0fDy1f1DpXLfgFbYw2f5uo9KRxXxEsG8NhXIr7/q02OB7WLeD97eTD88tefD1/fezC82D+UwXY47B8cDgeShyOM4yu+L+VeEd6v8BMZUM9f7g9PVYfn0u3Zy1eOv3iu+ItXwwvF+ZieWmmQnWbzUjak282v2VfaMbspx+zG8J4XLgX51Wxui/OYHd7hHd7hPxPU5Fvu+8QqHZj+69/JvGXy0+pwcsE8P0T3yP82Zf3YwOJpnzNuNU/fRau6i/arm0EVWSZqUc66G+u3xJwxtQgMljjrI4cafsRVRgdI/2OYcGPuvhZ7dkqy88NbZV0dOT5Uxy4Ml6te+5stb2zY1A5N+fDC5xsy0CTM7hL+N3fvDb/+1a+GpzIoKK/sUYcqS5ns8pTgPn3sF9U9aXZKS11tdJDmcqRVXdwx7p/m1Lfjjoic40X5Du/wDu/w44en0TaXrgRzapsUz4Jxsv6B4Kz1+CGClqU+7G5siiymdi1tAUr0q93bYlrYvA9DWe2smOSY06p2Z3w0x6JMMGXQMf1VizavXb/onQ+/mEwGiL+9ojTvnFDKl5jK8W4O7yYozI6CbAoZGjJo2E2RI/5a+bJFTLevjK+++lqGyF3vsqALOxYLY1j6+NIJRgFhORsIoy8SX1qZceqnC9yo6ptVd+3yen5eaJb6EL5gJ37yL3LZBsOMODL+7E//5agRjHtYkH5qzpYyQU3hhn0bLMsLcu9IFINuK4uJfayNtZOUJm8b0C7biMghslU5YdTMfXE6kr+JjL7Gq/phDhMtfgvLW69drONNaCdEnvXtD56G+bdtzmObep4HFg72DlwLPg2ry51M97hqyavKzWEbGeeB8+mnmVnAE3Sl9+OeCTQg3TzJk+9JNYTC3L0gccFyOPFlH/ThdaC9o2sm/7g5zOWvSgv6MFhFv0zXY5n2vLB8LNAeuP/X//vfDv+ff/efvMhyP8eRFmzGeuWb0vSAFYodERY8dhgOeVGY53S1q1TlHpG//3f+cPgf/Q//K7VxnfUXi+LHmX3kOo7f0nLmn7B3E3S2byOBdLPRf6a3phJ5wRt/00Wrpco9ffrMLveI7F7eHT54/73h+o3roim+OEWGJ0+fDIcHh8Od995T2iD6g2F//2B49YrLO9yvIuZNHvJrt4WXprH7U4s/N7qy08I9IbSjOk76UEItpmPmIkZQ68uMPYC/PBaXXd5gCy9ouc+lLmmSp3R806JX0dMf3v1odKZ1fJNLM6Xb9wc6+R3e4R3e4a3RJrM1U0pNsOuxKd0PDT9kveka9Lt546YNgm1UpSxlHO7WDcI7O/Wxux49TZC0uTYizz98uRgkOO7rODzCCDpUehkvuCy6tbA3g1nxOD/9YgNE9DJWMG7gB70IZHjsD19+9fXwl7/46+Hzz78Y7t57MDx89Hh48uS5DIzJPXr0dHjw4NHw8OHT4e7dB8NXX98dfv2b3w5ffXV3ePFyvy79SEdumj2yPO5JUfg1jxHzmX70V9hprx0mjTC+05tfumKIqa2ok/TEZ2ejDBT5rX71RtnsjlTYOyBxprPJeBokSA1Ol0xuip8vGADlEgIoOsW+JchiPeFWQM3mn9ErugYL5TaEWVN/Osspp+MsMjYDPJfdt4hWZ7sGh/r0pfwfErYYFiNt7zbBSKt/Zyr3XSOCl1yCPWrCn/LmaNT5zRUcmh0OzFj25rHBGKo56NtDFr9NsKxLTeTfrn49zl8W/Cae9Ba/O3duDZxYeywsyFS4RWk2Nx3/QgO9XGZCNkbgubvLGXnXzi54Em7PFi6otEhrt4L7L7RIHx5qUZZjEW+uRqxKIg8ezdkw4k9+Ht91nXDiKTtEvF4PBweHw/MXL4Znz54Pjx8/9m4Ixs2DBw+GVy9fDXtXrgyXL+8OuzKo6rKVa2d+tRPBzgOXbWQkeHeFLZNmACnknQ/rImMHfXEKFwfQ8uSgi0HEa+gxVKrOZZy8evXKbn9/3x8n5CmlFy9fDi/lCFe7lMFivohWCF3sZJRYL3wZJhep0x93T82g60nUtpezqIiw6WDsOySuRyzEQvH2yGlBEYwNtVz2dEC7KX1ol9yKyzXWAxKhBh/RKW0W5PVuBrPSRAvvFUVOYNRt0wIN69uWfirGRbskRMH1WrYabkCLDCiWqZLWu/w/Dea3to7nAyaY9Sga/9+IfhF9OY/BDVn05VbJ7dt2zm2jL71Is1c5/z8V6/ponC+O25mUv5qBAEtqggrWknQ5RJu36Sq84LqCfboXtBYOEl5O98S6lAaS1rtlUDZ+8pfLLLs5mh59fFXeMs0c3bL7dgDfNq4877JoXxz+4i/+43CkKMtlbny0CvpXx5lGvzzWd7edHAsgOTyG6p/47ewMw9/82WfDRx++r7ziA419MVh2PuP3QsyLx9gJYPfgjS+JEM6jvIVqFy2vLdrVBbRxj0FSl1deOVyLNLgwPH/+wo5LLyz48OYyi+siHa5c2fM9JHzgDsdH6/bkrl9v8WtXh2tX90R3xfeZ+LKMfD6OF+cdCbXPJQwWSd2pRpMhUI/n+tKQ9KIdWe+5vFL9nV2petvrzg73prRLOvpTi+mf6oPR8qaMG5K4hOUARPw3fY1v95V3Rri3hPuBxtZ7h3d4h3f4cYLFYyNsSrcBzmtRZlIG4bdxXYTz0uGHCBZYvi7r7f8lLNZ6WuzoX2LLbYgRsde+MtsjhkdAmMWfyxK5j4MdgDJu6oSc/uIyj9+z0crgWMQj22txc1zaoDw7KdAs9xn8J6Ok+hSHnNy8KqbOY3ci+hwd7Q8vXz0bnj57NLx48XR4Lvfi5bPh1asXw8HhK9VhX/rLyX99dKjStSu0d/WyDJcrNl5u3bg+3Li2548B3r51Y3jv9i0/5sx3bfiY3o3ryhMt4Zs3rg3XRbu7c2G4tsfOzAUZM3wPR0aEjIn+5WvIY8eINnz5UgbWq1fDgQyw17y2v+3EQMe9IVVebZmbVbEe/cD2iGow/tv6AaKkuasxe9o1oHFbEKTrKzWxxs8WcQ5O/3d4K4vJVmgv8QxYaIsJ4Rqtg1lpabcNsMzPUPHFljsdYz9tgF7e+gltav0F2hbeSGrbYVpF63FFrnhuxG/EipGxjW7niOWJbQ46VBNYi5reHFgZnsOY36NPWqHbCGefpFlT6gSm9u/7aUptJ4wr0Y+38YZX74gQEE8F0MnxnrYt8KRVlnzy7cvjl/jS+B5pu3iPxGNEgJ5mmf409PxXhXv06ctGTI8+rdeTMTlXbpnnMuZknC+4LMCorUXqWH39f/k3/4/hL/7TL2tX5I2MAS1gGZbZ9ifOm2T8VIZ053IBeUw3zIfcHLmzczz8L/7n/3z4+Cfvi3sde5zVYxywqGMg+PIKctslGPiyq2IDQ85ppqMM90iovHUSpf54xJb7QQoq1+67eP70mXViUaZtMS64rIGRQ5uyW0HYfARoSN/b23MaOzBWxqDvW1CHAjq5rkrEL4OHNslcShtIJ8q4Qi5p+qt7V31ZZXf3cjMiMHq4hyO7FnV/B4XQqb59U/V79vz58PTJk+Hq1WvDrdvvVTvL7R/sD08eP/F7SOr+kRLoestI4RLMruq7e/lKGXNy7LB4t+aP/2ldmqHD0hgAxva7MJExPLXORpjKNZ5jKGj8lEQjOkdlQttTrsf2JU6gLZxvg77OZ4KKt5bYCGeVt77clL/Qj61/NgHFTqVl3HIQtujmmC+xjW7fObrjbC160ha2t47FFiJW4RxYTOgsjoXxtqaTFsdbt0i6f5XXDayKt3Bfro0rj4nmnO6yjU9DFoIgk+9yWbBJeA7hExf08eW8YJmm93v0acv5p5Vfpg1WpZ8farT5bFnA6Hzw6Nnw+RdfyRggvY1G+RWsOFrZ6Gh9zGIMLWEo6mz90vD3/u5/qcVXi367mRQ6DAB8KNWqrqPdOA+RSnYZI8AGCbaSwpQlbsg4PjiQ4aFFmvs6Hj58NNy//2DYf7XvG055URl8WfgxUKgnstAbQ4U0nI0JOYwA4lwOEqFF5BFayvAxOo4HDARo/Yis3OUrl2XEsNjvDlfkLl/hEs2i29u7Mty+c2vYQR8ZApdliPA1X3/tVzyuygjCXZOhcY1LQNeu+R4V0ngB23WlY3yQzq7Ke3duK3x1uKZ8dkMOZTzVEzzlqk3LOHMz0p7yeNEc+dSnDBHVE+Jq3kLF6YopvIiJdhPM8+jTGj8lte6n0EgxV3o1oN6uxAm8M0Q6TPk97TbyNiGFZPs6zNOftS2+G7z92PrxYeqPhb5Z002L420641RkOgNtJD5WEl4oB23Fne4//Rx2yHmAtLjEe79Hn7YqPIfTyiXeh3ssp59GFyznJ77sg2XaYFX6+aE7JrRQYXywBv/lL37p3YbpJHnZl25yNkSkI4t4DBGAIbKze2H4O//FH2mRrZs5ycdRhsWbxTCwnCYLjx2R7IrYSZejozfDyxev5F4OT548scHx9d27w4OHD4anz577hs282MsVMa83lsWOCAZGdjJIg2+vA+nslJTBhHFSuze+VCR3IIdBRTpl634V1VieH4/F6diAD8cM8QqXEcOTK+jBfR2RZwNLvHLjLO7ly7opFUMqPunIgweXXN68OfL9K1xigR+GmA0p5Lh9MZJkjFjFi2o/dnHQGdmTnpf++I//cbtZtRpsDv0QpFBhNf1pmMovggaz869kLsjNjWkbu7fEFoaIdVa9lt0clDOb32veu1ELyrTgSszIXF2GSbyk1ARf4Tm3qk7L8dMwL2PCHP9NwLGesr3bDqfXf9FN44IDdxlzaWAxfZ4m6GlX8ZtDryWY4pr0JPOCedWW9lrn8b/ORdIGgF9z7p7EZ3is6sdpDsCLP4VVYswGI4/kZ45pY3GKFx2TdNFVvHdBn5bFr88HfTz5vevRx7mx0lE5X3CSn23vufLLaYyVhHvdkgZWpQXraDdBX259+YzHKtdCPiQ5q/6Pf/nXWoC5mMnCpcTj8MNXHX3s1kvBSGORBzIZTHfpwhudye8M/4N/+PdFIwq+jVLFld8oZSS84X0mEs4iyW4Mi/yFN1qsJfvShR1lXPB3VB7cfzR88eVXw30/RvtoePH8lXc7sAV8eKEfT7XAS44nQ8xfEW4AZUeCsN8togIXZYgcaXE+UpgbSTMmuXTihRu+0pO+tUGECMLiweUhv0lVxgr15ikbHtPN21erLq6kffgCLsVcvnzFXzh2G2VXovkgOz0lS3LEv+rx2kZJ3gLLUz4vfamJ19K/shHiy0nuHxq53mqLwbGj8c2TULzY/SLt/fpAPF9rGlDc0t7hHb5n5IB5h3f4VrA0vubG2w9tDC5r85/DMaLlqwJacXd2L/ppEEdYgdfCy7TbKS1FmKdO2Hlwi2pVxwhgOez9+rw9N6Be0qKqxfTwzfDk2dPhm/v3hl/88q+Hv/j5z4e/+A//Yfjiqy+92FOUG0kvaVHnLaEstnXfA3IKcKwXo5UeflxXkb6OidsQEK8dGSo4rCYu5aigaSjCbgdxnO/nsNx2sydGhtLxMVcwCOopnX0/VvvixQvfOIoRwRM6GC+g6HKJqoCuy4Ys9XMd0KWjAcjAwSP5PXoeeZoHH3ADLk8SvTNE3uEd3uFHCc1tG6MnXTVZBn14GZmAMwl/n1il52n6/xjAwswqzSOm169fUYzFmvSzgSdw4Fnl6Te5ZoSUzw7GzvD40bPhr/7q18Of/7v/fvh3cv/hP/x8+Pzz3w737t0bnr94PnBZB4PG78FgYdYYYCSdHE2V4v0LsbeR0RbyuB4YE+yUwLscr0qvMeayMjQwNnYukVeXOthhGN1IV5dCoCUOH3Y+uPH1cnu0Fz2Q58s+Og74UN2+DBZ/6K69E4Q07kGRCWUa/Fy6AegP/9SF9KThTuupMth2/Kgxel3BKMGg6t8j0iNC7FoaIF442fzBRDMhvNYBijkyVbOFviN423gzuIXWV+1UpH2W22hMb/HTsFwWrCpXW4An5c1hFc0mZYN1tNvw8gE+dk+VO6231vNu+Tqg1vf6SQqntIN0bpFbBlucc6Bkz2sZc7wX22IV1hKcEZv3WY/F/jjJY1V/LcwBoik6Ofm+B8R/hLVAjGl17EBbW9NVLhMpqLzF9OXwsjsNff5WtFzLx18os1g+eb2/nAb6MEg8i0bvevTx5byzIDwiK24EQbu6TyHgTJml8Isvvh7uPXjsQ4JRPHtoXHijBW7HhoLf+CkiyJCjNXf49NOPh9//2e+pPwflswvwxrsafDn2m7v3h1//6jfDr+Tu3bs/PHv20pc2uKxxyHsx9LMR0QwJxhX9RBrjY2eXj9NRpzIEnM7cSh5Gi8I2HkR35cplp3HpAh25j8Q3sGoxZncjBs6lnSqvwo5zAylGhMej6uWdmGaouI4Kl4FRcvBr5+GKF3yMnDJ2JL/tSGAE8JgyT6zAZ7yPBLmSQr259FN9QuNPDY/upJueNlEcfsnjkWX6gnaBj3dsqIuUTxmcdVa9L+9e5vHdfzHXtSa031yQdHVp808Cmiga9OHTYHkzRoDUbqHvCCse350DDb7QSGdA3z505ogN2w3MtfHK0nkUcgOs6rtN+xTM01LPqus2vBYXXw6cwtn1bDzU7l3Lr8DJceEyrc8W+m4F5r41s1ineczx7sutrmXT2aRrhHRYX5ep7bdB3x+aplpowsp+HKZtbxEpLjr5ZXTApxZZp5mkJjzicIwhkgk8CB3pfTzhOf809DTr6BdoJZ7YYvnSucKl12L+YjxIXYLQMS+n/uvKzeVvizkeGVfkcb6NTlzCyGOs9e4QpWsO/vlf/nr4v/3f/7vhtcYJN61mYRzHpr26YfJICyuLqy+HKBVDlBeq/qN/9PeHf/j3/s7w4ME9GR/7vqGSSxXjjaCyTmr8tLqrMOWP3hzWboQX66oH6RaJLx1oL/wLPFJOmtzBwb4D5FGWnR3yisWxbwLF0OGruxgGvKCMyzupUgBfjJvcaJ1Hi91/TR/kcO8IJK6DAtW3CiKVdNFSDmMEUJ7LVU+fPbVhhFjfPEpA9NHDbQxvlZdJ5bTiXcYHZQlz6YddpzKyjoZX+wd1n4jp2EWSEUU59anbZMlR7tIf//E/md6s2jnXpIXrsAZVwXWIovhBHz4NljdD6kadxWZ8t8Z3vSOyisGG7Qbm2nhlaR94m2FV323ap2Ad7Ta8RN18MIXPrGcOvO7/VsiRuxGg3V7GJiXma3mG+oyA42ltt6ZdV2Dqj3n+K/uxN1pEU3QcOfLHIkmHpIXxWzz5oQFMhkHykr/KPw09zTr6Pj9ry8nyFSdMtLKTVunLWE6rstO8HLeMPm0uf1ss80A+iyLOhsNhe3RVRkF2GliY7GRFXLq4O/zFz/9Si62WMZU9caiJPQsc5cI3RJzd06Z7V3aHr7/6anhw/76MkLqhEkOgPq1fj5RiEJUBhKmOYauC3mmo+0Dg70se6CcH7+yApE3riZoj0dQCW5dCoKk4LGkN74ggHwNI5dm12Nllt0JyuEzBAo/iKoCBhS5etMUnOx7ISzuNi7nK7l6u3ZPSt+gjG5oqV+/vwGjjDa1X9q5Yzu6Vy96d8M2s8ICn+FhODDIYNVeXgnb8BA9GEJd/aEHqZ+OotWbJ13ijZfGXHPmLhogS9a9cgwubPYBRC66Bec1gVXpA7jxJDZJltzA5nSe+Y0NkFUYt1Cgbi9iIdqKY6xPS4lZhbV+u5UF6uenMD3d625tq5N0G+UoZm2AaT+vApLMMp8ylz6SBVZdmglXleqSlVPOu/nW2uOjODljaWdIcVqXPQGeMRQ+3rq87FlM9cEVT/VvujfK0HkHYJmpT1A8aZR17NcfpPxMgfuNbbhovOCZB03ZpvVvO2wQjnbyaOxcd2XFjeptvXFbOWfEbTc7Ki54/8VLaJAMUzbKu0T+LZrBM1+O0vGVkzPZlSMOx2MexUJchUDvml3hD505bSC/RH9FTfOS4L+KvfvHL4dWByh9rAZ8Z4zQL/egnRdqxRbsca8yRfm1PC6z4SEqNG4HLDiySgF0PnpRBdRZUZBSfC75ExKOzGA4+bmk//S6JGE7k8Ugt6fwwnnK/B/74uXvGmWRjJ9EGZTRJvphwqYRFHh1Z3HflXyBPPMm7wKMmQN6xxgmOJ+BoK990qnTXC/0ki0Ot7r2VnhguyoMvvHAYGhgYPOVy7fo1X/phZ4a29mUgnOI2TuT2LnOPyWUbLDZcFKY8DeZ2lgIYkhgitOHhAX1chiWg7vSpKSFoaQu+/7/DO7zDO/yIUcuAAyNqyuuTapH7sWCdpj+kumSx6Y0PFty8RZQ0Fi8WQnYA6t4FLWh8b+QCjhtGtRzFtdqzEP7RH/2RF+5VoH8jG1CyghgpF31DZN0n0b7fokwWSeJeCC0KveUpvHdlry6XKI/djGrnysfYoV7+Kq0ceeiYOu3tXVW86sjOA3m4MrTY4YEf8kos9YreZaCxrFuaH8elzJXLaivfX9LuF2mGQpWryy4JYxDwaC3GEUYUj+hidPlmV5XzZZIs/vIxPnIjLC9Bo0+o+/UbN/zmVF5ixv0f165ftw8NFQgdl2T45g3i0QF9aVubHRhTG6I0GkHBuHkgLA13Frh8C8/BeVFhIzEbE/7ugxEu18b5ZtiKeDtkrLzNeJlDetyuk/FduB5j2lL6HFbymHFnRR3+9ZsFw+O0/GU0hd5Gp02xyaI66n6CNDktj2Mg/ByuYGqyiaxzBzLjZmDtx7yuxVeUI3ba2FseZ4A0ZMzlzQG63s2BdBbQvMbci6AWQNJZ6GpxzuOzhfDzAkqcH/xbHR12e3D/xTD85KMPVX6x/j2ok+s1tltoa4cFoEsWWjsZC/4kfaPFYPElFPm8MIw6sKiitxdsLeC5xGKDwrRVFq+MCIyv+sZKPnCXR1ttjGVhxnMdg7YzJz7oGxnEbcDIAMEYuc5bTa/fsLt58+ZwVUYA3+O5pTDxm7duDrdv3Bru3Lw93BTNVbX9rvhEz3xDp4wxUmh3dmZ4E6pkyiCx0YRTOXY+MKrQqV5EJqeytJFverXxtWfZ165dFd+jRl9mhfuDP9U7fb4KC4YIdHHfFqzMqQJQv36bYGK3Gf3vMhhuNeTWIwdvDsQfF1qnnzqOfvioYdvV5W3rlAFwWpeO+acRFabj8C10WoOMw43QdF8es2PxltfnVrjJ6OT0chPu40Gf/jaAQ1wPWtb8+4yuuVeV2xSn6b9tvZi7WYxYyFjQ6t0UL73IwosFiIWz3wHIogQij7Skq5Qc93cQRldebf5mePz4yfBXf/XXw5//+Z8P33z99XBl77Lp55BFbqxNCyCOw4l7HfDZYeCbKnWvR+2UWA/TlNHhezTQT4steZQb6ybDBRridq0OLm/jhLz6ArA/488lHRh0yOWKPrUMgdpZQQY6mL9+pNV9G+yssNNST94gDyPv6lV2LK66Ljjy2Kmo3Yrr3rHgcgrlqVP0LgOELwJjNHK5iHeJ5MVoZUzxNeDc0AtoR2RyOYdXv7NzxC4NhiYGETfhpq3SRtSfXRruI+nbwv2l/IQXDJF3eId3eIffGYwrU012y5hLe4cJtA+GB4sTZ/VcZsnOB+nZ7fAlFi/E5dYhfPHhzVMsjx49Gn75y18N//7f//vh3//5vx/+4r//+fDFF1/a2Dl6feAz7rZunYCTyTxB0OKS475WPjeI+pP13hU4rhs1WdwxAJrjBs8s9vh5/NU3v8rZUGmXOsjj8dssqoB07xjITe2iMt5RqXsrgujFo7a0Y4w4DCbyxh0c2liLvsvqDxoum7AjQR3oC4cxWJS3By/JvSw+7KbwfZn0Fzsf6ERdSMOIwJhhhwO9oxdGBnLTx8WnjB7vmkgOPACGD3j16qX9qemny3RzcP2FC3/2p/8HWsKRHl1byVo5/YDtO2EbsJkWTDy6NPRay7oI+v+FtQUb5uu2VZW2oV0B13UJx2flK+XXF51s0Ln+26RPt+n3edq+/1tgBUzZBu0iVhXcXLceOTDOisXyU3jdDaqrsI0+fY2ncvgtLG/iNoXWwuXm6Lc4j/F1/0I/FsYxLn8atfgVXqQtHpkXKo+Y0hsZaTi0TXhynKk1HgvpptakWkySTpq9MD8FRRe0iLwkF7/VmGQWxrj/FvPAGDedA01W+y+v6otfacC9WNX1GTIYy8vnaYd8bp57ILyIsvBqEfViLCJLoozLEyiGjDnnq1PxE89YTJiFiW+0YGS8eFmXc7JYkV/voagyPiPXmfujR4+HX/zy8+FQeWRVvlYmid+Vfuwa5BII8M2aIrl+9fLw9/72H4ryjel4OwnpfqpDNNZR6eiWG1QBlzNqx2PxzB2wk+B80p3FDbdtF0MuOwg+5sWChV/MTco9G49VF77ZknrevHlj+MnHH9sAkiY01HAkuvv37w8//fSnw+U97qWZ+ANUwwiop39Y5Cu9djboN3aB6tIX/Qco690gjXPCn3/+1fDTn35iQ8NjX39cRmGHxu2i/iU9OxxUnzj8IbZxJZ/3oUD/xRdf+PszGizeHaFAGX7ocexLRch3Oflc/uEmbfiXhjNAKM41+dYQAb3bFl05JhRPKlsi5RYc6Ru688AMX7zffaitz9TvQcovux8Cfgj6LI+iH1L7dDiTSv1i4JiD9b+DaDKBgz4cjEld1kSWNjvN9ZhLOx0rqdex0STtew88WTuhOf7XgpiFwoC+5bNI4Lh3gPsZ2Jl4KeOAOIuwt/i1SOHzpEUWpLGNGi+4+QVWXdshD4dxwU4KH4P74quvh7/65a+G//Af/9Pwq998Pty9/2B49PixDJKXfoKj7s2Ynq6xYSJhLFws1ujA0yKpiyUjgxtIJd/LnZSwEYKSmse9wEpvDCqeNiGdctHV9RGPMkymhdePyuqM30aEyjjNi3h7WZgW1at8cfbaNTvvRnjH4epw48Z163vjxs3hJjd97l3x/SnwY/dlGn+lP/UhzfVCbTkv3hgFaovxg3etbdhNMpFAvPRCv9Kx9L3gnZq6pFOXder+kuvuTwwVxJeB08qKJ77rp7JlMJSDZ/UpzVnGRC5VsUPCl3g//OCDcafL6sEP3qKFZ04C4ME/G3SWLzrnvMM7vMM7/OjARN6C/zmjLUo9vGOgv3rDZcVZtFjQMDpetJd6sZVei1lt07NIcYbM4sLiDW8MGW89LDne7cFJP85x+ewGvHy1P9yTkfFrGRt/+Yu/Gn4uw+PnP//58Nvf/taXYPiKK/cmsBNy1AwOnB+F1dk9i5mfvJBszurhiY4YIhLEkiiZLNQ6c9diVgZXjIsKq7aOv5HxcQSdVjocCzSLpx0LqRyPziLLC6IX2XLE8ZHLQm7DxOk0Sz2tgnFAnPYrfcuoYIFnlwSQV5dR6uZPt2sH+gaaSofH0HZL6gbR6rO66fVgv3aQ6D/itEvdx4FjJ2R6TNdGpA1JjKWrteOi+iMnOzhcYqlLTbgyMMg3jfKoM3neXZFi+OiFLF7Ihl/tcORLPIyhagNMC1VEbVNtUXxST7+PRTrcvnVr+Ft/62/lPSLuQTOYAw0NBYrPubOCARWs4yNJpcQSRh0W8ojMEK/CGtK3qePbYq5H1upDm7TgakwU29RvllZJ6ySeVcbcmGSamW2YBWwu79uCt2bfErRF3FqsOH43aKxZrJoPgjXZC1h5zjNTL4+llr4wFuQSrzZhY5h4a5/6a+FK6+nJTVqfTnBM898izSaYpYXHGJznFTnkhqanHfO7tIBJ3ZcVWlxEC51C/2UhY/FiZwIHryvN2OAM3QtDOyu2LJUd5RYj/o9p+mfeGCgsMMjgptWvv/56+I2Mj1/9+tfDV199NTx5XJdfeJ06uxYikwwtgJIDD748u8Pju23xQxg3lHqnhl0OLa7c9Fnv8jjyJY39g33LG3XSqGAnBLV8GYA80hXnjaaXtdh9+MEdGQAsfpKDfGS3uuKbvsWB68aOhPy6BFM3oOZ4gK4uiZQsFneMqBhMXpy9QNP+zVhSWVoTA+rFsxfuD9JgyYJ//cb1MkjEm3RuGOXyBoZEXixWl4uqD5bnFspU3WsHyYaWXLVQGTpVrvTHgHr48PFw+/YttQ038KotVK52R+ryEq2BXNdHBTFYXA+VJx2fyyuEcfChXuysxViBBtk2RMQRGnZlPvvss+Ef/IN/4Pr9WuNlwRCZAzni1fzVdGcBTRSs400nWoklzJcj7XR+C1hDet71flus1Uf56zWeKLap3yytktZJfGsZW+M8eLwtpvH9/eLb0mOLPj0PQ0Rn3cQrf7Fonkbgv8s4v+gTJjCmNbpyS7RLdJtglhYeY3Ce13L6stzE5+j0z/xZaPxdEE38XFbhPgQWAZ9Va3GChoUCo4OzY7+tsy1M/Bgd0CzLyWJHPu/5YHFiJ4NLKdyz8UAL2VdffT389rdfDnfv3nUahgTfZeFxV8rhakGuxdgjsYmoRZGo/40LmhdDhy/6pk3O7lnIWMrZUaGg2MHBmzPcw8gLxnwOroVf/4YdxoroMER+/2efyejSQmi5iws6wOcT/fZZkGWs0D7ogoKQob/lobTLNEOQgPSa0ounq6Qwl4OQR9kyFI6H58+eT4ZI48N7Oy7vXSnd5OjLl2rnW7duOZ+dGy7voBPlsrOBkYIRyc2ouak0RhV0+LQj8C4SMqUqRtv9ew+8U8JODfzIKKNDeiqMvtCy2+HLf6oUutA+1Sd1Y2zaAX2o15MnzyzPeisf3T/5+BPvfHzyyScyfm7bIP6PP//58MWXX1rmO0MErCE973q/Ldbqo/z1Gk8U29RvllZJ6yS+tYytcR483hbT+P5+8W3psUWfnsuOSE3SlU8e51gtLfQ4ws7v0u0v0bYw0THdf0kvuk0wSwuPMTjPq09PeDktrkfOONmeZ2HzNr0WDhYyX+O/csVnqywwXA4gjQWhFjG1GwuPMMps4V5OtD8Qbz4Ix5nr559/rjPph94B2T849IKSBa8uO2AW8GItnQ3rVwYDiyKLX7ufQ2fjBzJY+OLrgfnse+cDwIvFi0XX91xc2Rv2rmqBFW/yMHxsdNlIYgVRfcT7kgwlvuKKIG4F4SIHxsnNG9eGjz56X7pxeYWdhXqLKQsrRg6HBjsBapBa2N1m3NPQFljxoe2olx9/VbulncgveqhqEa9waFiI0aueROEIYBF//uzZaIiw08Bi/uFPPvROQQwvdoDYWeB9INfkaA94xiChbbgvZU+++1Y8LAOdrH+MTVzpgqMeirpe92SIYOiwM1a7IaU3MqhXUblJzYs6YuTUzghpGEx1+Yj8ohmGx0+ful2pB8bHP/+f/XPJuDJ8/pvfDL/81a9stD5+/NiyTIg+9dQMwtShTTAoosLcR+hWoS8XOGWOxYoPy408KKOgmqcxOYk5eeeN70LGKqxr+VndlLaNxuvrNy0i8/L420ZiQO2qhmdtY8btPCadv0ss6jM/vlfrfDr6cnOttZavspm4x8gYnrCNbvO0aHZ6X/Z9zayzjD4/kxvQEmXWzke0fMKZbEGdfXImWnR2LB78yJMrmkKfV/n8tTD5LW2mqRYQ+gXAswV79LSEXZWKGr500QSSz2TPWSkLHam0O2e3XjhZ6Fh01AY+q3fJMgz8a4uGc0izJ/6t70Zd5MP36JCPsnHz6Mvh1ctXdSMrxgZlGnxmr+IeS/BWG6Jf8gj7Zkvxw2Cgvf1hQi12fl266JDqM+43R22Br0WSsF+U1RZH3ywqYmjvP3gw/Nt/+98NRzIivENxXEYPT8RAc1Vn9rZClCpTY7imhfqnn346fPD+B1yn8U2s5HohRQfxxxDAWrp0YcfGAWgtUmOPMiKpZqqxwyUjL7zSlTZwf8i5zalrC5NPeXzLsdTB3715+uSx+lPGpGRT39/72c+GD99/r9pWhZ4/f2aj74/+6G/7vh3kU+emhsENpxgDNf7REyOzjLHITf9mTBGnf3C/+MUvhp9JLi8k648zgqkDPszhsrwrhFfyVVfaA9nK//WvP3c9/uE//IfDN9/cHb747W9tbB6r3arc1FZVTv3MjkjjK2GthgJEQRdci75csLL4CgNngYeCczyD0/LOC9+FjLNiVjelbaPx+vpN+fPy+NtG4kmcfxufN7+zYH58nwd+CLWbB5qdrt1iX5+k7fMXaWtiJ40FAL93wH4XLlenWFO88sFynvnzazQ97WmYpYNnC/ZYpk3co0WTMT8ucTx//kIL1hPvOnhB14TNmTCGh99/obPM2vWoBaeklWN5rroVb+dGDotd041F4ZnOvFks2PH48utvhi+//NJfZn21/8qGQ9Fe9AIMvRdg+bykKvdCYLSwK4PeeYQWARhL7D7UDa/chNl4ZAGSMVCfq69XhlMv6gdYzJDBo64YCS/VHg/u3RuOj97oHFbtIYYXxQujgyXwxrWrkvFay4qMNOlI21y7cnW4c4d7RGqHAEMi91zgaJPcw4F+3lmQ3vhc6iDNzSbfux2O1NMqlIvRRf+43tCLDnbw8c6HF3Diki0dXrx45l0m2g06dmh4omVPbYAe0NOWT588Hd57D+PktXkjCx9Hfr29te6ZsXHBZTGJIV58694WjBDSUN31VSY9+tXXX4v/+965qJ0cqU+eg+2SjiIeW5WofMZhtVuh1a0BOSQ9kNHIeMIQefHyRUuvdi4Zi3wXP3rnahQmQdZlY/TlgpXFZwwR69AXSHSFEr3OC1iRfBbM1el7Beo0N1t/6buNxuvrN+XP0ippO4kz2FLn9ThfbmfDyfF9XtiqdqMa354+E6TZ8enaLfT0zHhanHumMLsn3s3gz+PFAXMLnf0uPLourn+Ox+/pzJIf4S5vHWZpGq+EaX1iJaeMqex2cEOnF9uXL214sFCxGLJdn6cRWKRBPeVRZ7C93AUdEsY7ZsGvt37WI6BvfJ/HV3fvDr/4678efvOb3wz37t8fXkomn3Dn6Qp4sYjBgDBn9Fl8+fHEBAufY8rLggxCA1j8CaOGDQAtYjxWWvcY8KbO6SVe8AGRkwXWT/nwWLEcBgiGB6bKnhbKKzsX5V+QwbE7/OSD94cd6Xqg9mNhxThB+o2bN6wH79hwg0gMOpGGXF/20Jj1W1XVtqV/6c6i750ZpXPJAqCf6worFlYS5UPvoFP0X2m0HfzcH7STDLFXXI6yAVGU0HD55ZoMH4wY5MH/3v17w9W9q+bjnSRkUQZ+/JEuXfy0EYaIeMOXJ2tsvMiAg6YuY5WREEMB3e/e/cbji8smANpC62vLrRuFGZtVnn5pN+S2uGUojTgGJ/cRcfmO9sCI5IkeG33e3ZJgORvJyud4JunSP/2nMUTUAE4sNwHlomA1Wvw5N4f5VKEzRMbyPXEXVu5i3inYhnYTrKrX9wW3VfvNwvmbY339pvxZWiVtJ/F0rNPHh+80dFbg/PTZBu6b5jZQ8szYuHZuqtP1mCag7XDWcpPyCsz09er+bzsi9U907Yx/bG+CFQdZGNwf8Zsb05fD/punOQ0LNApnjJJOO5mnspjAeV8G7+tgJ+KVFg4WEfK4idS7AjI68Fmwc6YKHyZ660MCbd/a32mqK+1BUvksjLW4P3v2Ynj08JHOgL8Z7t+7r7PUb3TG+siLO0Yji3Ftq4uPFgxfIoGf42VIxGDCsSj5yYimD/BCLT5eSNG5pefyBYYQC75lRV/l47ywtcWU9sHAYTcGIwD9syi+evZUeYcyMN4MuzI+MEIuS7/L8i9qLfEZvPDi+TPviPAVW8phQLDgwu/Zc57i4Z6UAy2a6gvaX/LoK4wkjIB8Oh9Q3gtsM7JYVGkLFvdaiOsSFBWhN7Lo03a+F4W4m6MusVFP6sZj09gTtBOe32x6We2nHzyg4ebfO+/dqXYVHW2JfgCjw/yQrzg7U9HV0ps86Pp+oy3j7t27Z97cg2PjBj5qE3SmSiBtn3eY4NJPFa4XqGFwSKTkKV20z549sw60OXrUOCm9CPGPNo4hcuFP/1XdIwK4ueckyB5JGsPJ3wSmnFhM6O4RWcfP6m8ochvaTbBNXc8bs822Th/lb6Px+vrV4AeztEraTmKwOLaCdfpsZohMOn9fOD7mjPIkPHGdAX25uRaa5eummpNHWqWfVZ+a9JaBZqf339S/8jW5LqPv/z7MPSIsdID0ymPk6dcWjtox0eQub7xGDm1fpoufzOOvhbv0bdqI3QP0oN2Z4Lm84IVAZ6pMzCzafM0Uw4NFj26Ae/SgXGnV5KvO/NAh+oxQGFm1IFYeZ8V5bTqP0Y5PG8lxYyRtRfvsYBhokWYxQz/44wPrYN7VrjsXdryoscjkMVnkspuB4RMjBB4ZF5ZHPnVRWAWcD7hEQdoFPu2vtKpbxkIZH/LcVhhuGDef/+Ivh0Mt0DwNw64Il2DcEuLx+vXxcFnG28Xdy8OXMrQwQqgrBglG3Uc//XT46JOPh29kgNEHGFyuL/VgQZQRUvejYJhx342MQPTzeEPvqhPtg279TgBATz/yaoUwxuqGV8tSokiVL4NTYW5W9T0i4lH3jlwY3nv/g+EnH77vfHgfyFjiHpGPPvrIN+wCKOE5ti+1t7w6Ft1fkouPPhgPeV/ImK/2YOeH+Oe/+Xy4fef2cPv2HTEXd/HyThLGmI2f4hWZjBMMnt5I4x4ij3X3VaUfHr72W2Epg/NbVqU9F9P6x33ZIZMN6cesL/zZv/rfUz8DhvMYSQyU69HHZzl0xYu0qDTc7INlnsvoG30dtqHdBObXY2Pei+12GlZTzghb195gpj1X0a5r+4WSC8EWkXeijTbCfK1X6TNS++Bdh230OYvuyyidmMBHdHouhDqStRhp1xdiYhjRlZstuaBbTzFLPZucsz9jRbER4yLT96/8Lj1YmE+8EDQcs73LSKNc0fnsXxFPhiLxHObyNQGXm3hWmAk25UkPTaUXSBBH07QkwYulkse2VqbvuRCYdFl4uMxCGvHIwOCoJx4u1yIswGPSq8mDLUkWTZrKs7hYn0rH393VWazKcyMpOyvssHBZh/tK8iQLiwmLZu1KlH51tls97gWYBRQjxGwvDK+Vn7NuGyHIFHa8G9UMHi2U9AOLMguKn7JoCx6AJmVJszzkKg+ZLEbw8uOk2RVvXnhUvIwaHIv8b3/1y+GV6npVsnbQk5eWifebJou3mF67cWv4//7Ff0L5Ye+y2hvdVB8ua/3k44+06H44PHn61CvPa/QSHU+qUPdqFRbz2iVyvawrupTu1ke64C+MTYN6ls6F4kOa34eiviD8/PlT3/uDEeLdAvG9eevW8N6d90Z5GJLsXn3wwQceM+atdiePNsLAU3Hzs5GkMP2W9kNXG3MqQBJ9VW1fhigGxYMHD32j6u07d6ovGi83J/8aaA/KIgP+HPfVr+TWsRe9SEPuUxlbGMRcgmPnzTtejBuVQE6MEYpeEv9L/+yf/k/+hEw7/p0CGCAslQ36eHe1ZRaLZSfiZZ7LGA/EDbAN7baA9zgZrsWaxugBuxMugdVY1249VtFuw2OEioylVP4MHFZiTh+3ZI38bwFvqz16dbrN6Xlm3c9WribV1VjMpf5xc7pvwu/0/H5im/pX/kxf9/3PglZHm35KZ9LDhyJ0OR7HNP4aTU1ITIAtnd/olwP9whkcX2DCdXKrXS0cnrAVYyFha5qt/YePHg3Pnj31FjWXVvzOjmvX/MKm3GDqidd8JvTyIgW4ntRLZ+nIq10IyRfNCxkcX335jb9O+6tf/dpnn48ePnY6Ez5GAQtA6gcfDA5fMpGIXCIhzKLJlr0q4/qwexON0IEFiKGbHYHaLaA8C0kZFfAvw6tOLLMQozdC4IPmFtgWMVGZjkXN7RkHDdRazKgzi6/11h83b+6rjtcuX5ERgiECb3G6ULpcV1u///4Hw+df3R1eHilfp9u1U8b9Ljxq/HK4cfXmcEsGi2VRVmplAff9KxiMMky8UGJE8HPbvPEibkVU1u2nYO2C0M4ki0461z08tQPiR5XVvuzqKMn8fHlGupQBW4vzDm25e3lsD94hwgLOa+QZm24LdJZDnjzrUYEC/WdjR/pCJ9bOTzn/5DNmGcd8XZdK0L6Q+7JKG9/0TfnwrL6iUsRDZ4PsddEgirQyOOo+EYwfjnv3s/K5KZmdp6oj6pWO5MkQ+cfTzaq03hpUoy/S9fF1HBbLon5hnWxJXc+8YRvabQHbdbpOmOq3FrMsLa2CK7C5Lqtpt+ExQkXczg6PoXPBmfR5K3zX8n7I2GLMboGzGiKLY6HoSUFL59mAIK3oKo0//Uhv9MvpRqtqUTRjhbQ4sy56T+De7eCJhQPfcMhrtmuyveDtf84u+eZGvrqacmCUKVzgxRfebWFRIYGwfFZGtFCd0AYD57kWJD4Qx/V8XpHOjaV+quXpcy86adfIKcOhFhJ/il6LIcYRT1iwU8JuDfdH+KZG+SyU1JUyPhsuZqUOC4gWF+rts3Gh5BX/iotSf24ftYXvtxDIJ+5FyLyrPD5FiMHfBqBQTSC6JpNFDarUJQsaxsiOyuOgl2eaY9HzmgnuBcF4+/r+I9UdzvVkDjexXmRRlU68xZQdEtdLdaa/fCOlQJvSViyuyKcOfjpIsrm3hHtKMAqSRkViqADaIzpRB2Lw8q6C9CDdPDH+GkjDsPHlItGaRv3G0yb1RAs7GPCvsZg+CC2ya3Ev48E6yc8lNBxxytp4gF5pfN+H+sY4wIgwX/JFR14c9C5vGWhNJ4qWEtIjfe+bmBVGdvErA4ny3nmCB/ro55biT2kLhsgqQNj7oA/3qG7YDLCAPgqdhk1o5rBKz7eG+9s9copulb8RZsuTeLr+s/VTGunLbi2ga8G1EOEc9UZyfnD4YensyaRhrWZtMtgI3ZhdjSm/1yOopEqfy1+NqSb9GKmlpJB0X4pgLDY3oaUlpnBpoJSObCzD6oYEsjEqnFbla7GvyTmOjNSJs3ziPJbKbsfTp09tfFCaM2Me7bTjplJ2CJrhYUMABo1PFgBvhytMPpN0dhrIY8GqchdsLPC+DAwO3Oe//WJ4xKvSn9dlFyZxjBwMCL7ZksXHepfIujwkYwk5GBs2JtpCUQsJC0MWeKqJfmpLpQHS4eXFRIuQIbq6j6Lqx+6ByxDTH/zxWWwpH4cutZjVGXLdDFkLF/UmP2lZ/F0XREo5+NeNmNJJ8Zcy/t7ICNhlF0N57jfJocibN0cyKnaG2zdvDV9+82B4eSi54s04QG/q+Yb7tlTm2tVrvuSxrzYkvm89Jr3RAYcxh15Vj+TTUxgWtROD0SD2cnVvBjpxcy5h2iy7W2lfDCAMmqpzGTCmlYuhQPtgQNpAaWO15E87I9QNnr2+5tn6mHZPmoqP6YThR92J+z4edNSvMsmVn6h+yMCwiG5uj9aHNmjZAVE7eEcE331efWYOyHW4xpfjALlK3soQ6TGXBqoym8GGHeQbFDHfzVmPWKXneWK1bq2xN8FseRJP13+2fko7vdQKbFNOhHPU30V7nz9+uDqv02yLEbYh1nE8q8SpJotj5GQ6E3ewTOs8OdIrj/hEx5jsyzCJ1hlkw3ErQz1El0nWlwI0iXKmypkohgcvleLMl5sFb+hMmxtM965c9eLAwhH40kObWMcJtoMNK/llfGCMcPMfi9xryXo1PHv6fPjqy6+HX//6N8OXX3w5PLj/wEYHxsTRUS18TP6UvcS3WTh7dxXKsCGdxaBfeGqBq/Bo2DWfMuiP8YRR5Xju8WiLLKBeGBzQYWCw0KZtWRCR4UVSMpJWZ8fK0yJUukgLFh79KEocOviwxe8HJJRoYwM6L6ylt53DrZx48GjukdyVXbWBabhEw4JXcVkpw80b12VYHA0PHz8aDo/r0Wje6HqB19SL/kD6vdAivKt+pS/oA2TSDj1sJIne91W4Lar9JMhtTT3cdhgbLss4qJ0DaKqetE/ttEhbt3ve/5H+Mm/a2H1bhirg8g1xv+W1H8MCbewneNRmMVBqF6MMBjcFaW4/tY/jZfSQZsNQhhrgUp3bXXTkYayhF/rRRzX2uHRThgdlLVth9PDlSdG5TUiDt8PFHwMLOngsH9vESLvwr//V/07Zp6MadhFzaaAOuc3gLcoNYZU3Zz1ilZ7nidW6VcdvAs+PJ6DE+YwRs/WjY1twK2xTToRz1N9Fe58/Fg/y7cE4rrHs/xxxS+DA3hQ97brWXMV3Nl1JTIanYxqzczz6tFWy5zG1cT/ha/pvoRo7ccHieKrH/ZToGHksm8RDx5j0bkZXz/Dkd/FSvdYb3dlGZrFhEXeafry3IR+C40ZKFh/ra/5IQ99azD2xK703RJZBOgYA4AySHY97d+t+Er87pC1IgDejml78Ylhc1CKYSxssiHnKhrN5FhqMIkSzuLEAUfc6i64tcEC9WdxYZFjUnKLqlCy2/WuR5C830gJfOhl3PjQytFD5DL8ZJOWgP3a9QAw00quvkONmEljs6/0k5kuadKJM2gDdWfh4C6oXqCpoUJvH9+8PD778cnjvxt6wi17S6dJrnZ0P3HD6Zrgs8R9/9PEw7N0Y/t1//Mvhywf3hwMVvHR80Tfc6uRfMnhaqb6E++FPPrIRtrvHS9WulDz0dR1lRHihL8Opv5eE9kLv7AxRCF1o8zIO6pFW6k47V19Un7yRvtxcHOMSnr6nR2OTHZai57Hrp8O1a3w597rbLY3pl8NJHrwYh5S30y9GDOnwwQEbOtRHv9Dtv5J++t24Xu9ZATZaNO7hDU9lm4Z4dCUNVcyP9Ul/TiNZ+SRFDmDHhePMT29Z3ypbgKfK/dl/+79tLBZhgadg2eBwQyyVGRVfhRWveJ+DK9VYrdNtFVaVm22AFdhG8tyr8VfpgLV/EqKlV5ewtv7K30bPOayXwV+jOQd5PxbkwN4Eq2jn0s/afj2vtbopmwniNMw+cryi3DZt0SOTXtW6at4f35o2Fa4JdhE18YLk1UKI7/9ydWaraXSkiZ4sDlzOYAHAKICcyytXr2pR802KtVMRVS5cqAUd4OPMiTA/LQ7QO10yWDgxGoBvCNRqyjdVeHkY93g8efLY8pmY3aKirQW4noLAZ4Jmwa8tbvLSxkhU22mh4qyU92iAaQGZzuhjDFDP7N4QxkE31qXpCtxm3cKWOCAOQj8Xz8IVB+BB/fBxXgwbf8pGP9KIR154kd6nXbxwNDx++nz41a+/HK5f2R0+uHp5uKI15M2RDEmJjD53bt8ZPvmDPxyevDoY/t2f//+Gbx48HF7LEHHXak6m37yLobZEvr/ZIkOE767cuHFTaVxywVAqfjZEqEMbkzEWEFc7ILQ7CkhP4vrVi714gVr1M+WoLzsGjGMu81Gn6OzLe62vqDe0fI+F94tcvX7dNADeltHaGMDD7aofxyksbQS2POs+jtXqL8DlPnTnnhl0d50IKD/Gr/WL30AIDqMO8iPPfSYK58nhY9xy4+/BPvcPkSddpY/bEx+R34UhQnJXjwnvDJER7wyRHwf6A3IdVtHOpZ+1/RYmiHW6KdsTzSn4IRgimladMtEF02I7jc/iQTyOCf6IM779fZ+p27gQWGAwPPzVULa7xasmw6kePmPjpwnywnE9GWG+LU0zGlRKY9Ep4yM7HsjjSQduLuWFTjw5cCiDgp2PXE+nHPxYdHClW03ObF8DFqtaCOrsGnrXW6T0A+3ueySQLcfiRdpIJxBnMSMt8fjh2edRjnRQi3DlpxxgQSZOPiAcHqDnB+AZPoSpb1AGWF3+CB36kh45AB+Hbm8OD4YX+wfD13cfDFe0cN+5dnm4dlkLd+tfQyqwqL//8SfD8aWd4e69+8PnX3w9PJMxSO3owey0VL9V3Wl/xgRl2Z3AOPnpTz8e6SgTXaKbhbXyuYRW+dW+FRYF7d1kcQmEdYEdEeqUuiIXN5U79ji6ovG6u1tvPkUc41W5pgvGXZmuGaANL9MqD8M2BgN4KaNYtRuuXb/mfAwcEDbIqUtjSlmQV2PMULp5WobaQuOSsWvjzMk1Pqkb7xeBxsXEI3x8xP0oDZEl2cZM0jIWynXB2QZYgQ3EjJg1ROAww+SdIfLjgA/KDbGKdi79rO3X81rgu0JNJpcTWCj2QzBEBI2pftIsaNZRWZdqeaiQBYBFjfcv4L8+PvKCwjc8/AikymUBGtFkcO9AhGe+YiLlQ28Vt3ae7L29rB/ycl388eNH/jotL6piMWWLn+viXmREm8sWlGHx4bIEZ9XWSWEvsjKcjo6oRxYnF7FcJvdM5sj2JYK2aADKj3rKoQMOEI/hQBjeOND3H7pM+kW3SgMpS34MFfJByuEIR2bi4UVa+MELHXn3SeKhDw8cCK9BBtornVXf4/XhaoNre5c1IqQv/7uy8PV7W5SPgcCTTry+nkdN20aSx3MvA5+ytahTr+Phk08+Gj799NOWB5H/xjLQA/TjhWpetPWrP7UJux+i7V8qVgv7G7/9lXEavelb+NBOScOYxSDa1XgKTxsiyvNib+kysFVXp9nIqbSME+S5n5Sefg98aUblOD6gsyECg8YjRo9IFsDY7Ygsy1ERIgty6msK+Rgc1O+YXal26eiEIfKnMkQaSxdeh9D0a+y6civzz2iIzGFd/jJ6nZba+VTMiaAz4XdSh83rN3bCApQ4nzGLdf3QYxvaHmM5ea7vEhbatRvBZ5U3Bw6OrTrtW4ZVWT5al9C3xRzO2jo931XhdVikncbsmC7PbS6s6t916MtNYfwuvYWtgWgwEpDhiVRAHBMw9zQwibPg2Bg4eu1JHMMjPu+QMEexZNIbjRr5yPfPkyhJO46bWKh7IC7yuixPxmWAHPtx3f1XB14gMC5YRD25q5z5y+WeAvNhAaXtNMGzuCDXLSZe6K4CbRGrJyQ41qkf+WkjFhPfLGmdpsWfJ0eIU97xxh8/8skjDVmEceSPuiBL6PsxebhlJB0XPkEMiZSvek1pyzKIxxFfRuSQ78UNOvPjI30vZJPU4u17IsSaOiKP9ncbahTxKO+OaJyndN/gqXGTsYzc4k1PwKb0gS+Pml67cXX47Pd+z3Ep4z5GJwBdwviuQqsifQVv9HE92tiCmsX+jfThRlT0Slvksozp5ShrQ2SP99DIUAhzcenHE3Fr3vTBoDAUpm7onMtFYOIz+Gbp1HcE46y1d3GmrjI+MdCQJ1c6KgPe9oo3yHGW4wEGtEe16eX2llybHvLNRIaI/n83hoj/O7yA3zVD5EQ7bF6/sRMWoMT5jFms64ce29D2GMvJc5svoedLuwRnlTcHH0zbdNq3DKvS1XUOfVvM4ayt0/NdFV6HRdppzI7p8jKBrerfdejLTWH8uZrXDgXcmdAwNupjcHWDH5MwN2veunlTExwTOMYCk1vp5LNFn7UVPPGJz+hIHMPE6jP6TJgIZUFA5rHKYXB8zbdZ7j9QmhZ0P51RPItN8QFZ2LK4IIOFknDRt/sElJazV/JwNnx0Bu2FROlNSxsi6AMmPjqbffnCYfKSRjj8khadeh2zQPY0yyCf9OSlPLyTTjhpcX2ZIH02h8iJjuiWdECcPJwkekfjTbsM8vTZC1/6YiUzDby0aFLmtWjYTeDdLjwJ5d1p/cGDPoGm9C9jh8UWHz4YBe+///5w584tleOLx/VV3IwxUGXQM3EFqjnMIxjr3ejQ+43G0eFB3atEPrzoO3bSiqbSuDTjLyz7RWA1VqEro7R2F9h14TXrKOP0UUOJVBx6jzXFpfGoI8iNprQ14859gZGjPHYrXEeFSadO8BhlKM39pSDt3ihJ9g5H0VecduLJnMu7V3wCAV0Z+3BUTPkX/vRP/jdooCx4V8YqOLcrHKwttyq7Z7IG1vAUMevylxGdN9egMCeChi52S7krDK1ZHnOJUM5nzGJdP/TYhnYBrZz/K3yCS8+Xhgn6ch22bX+j49uXP6HLhjiTDsvo69qwkDKTv4yN9e9Y1QRQYOII+vA6LNJOY3YhPcEV3buIkxn9eBvDItPUL5Y1kTEBs0Acva4dAy8oXjDq/g4MDnY7vPOheJVn4eLsUJM/Yj0mxU8THcr6v9KYGMkeFwnSZFTUTXyX/L4QJkkcl3dwB1rM+OYHZ9Oc0bkshoLQL560E3qSFmMAOJ2JXYsFBoV1UHkeCR4hUiZ3ylrvKmq++hvj8MJFfxYzMMY7fXDRA70AcfJpV2BdGvPwDgjDL+V7uvjJB9ZdMvGD5JEeECY9eQHxlA99aHpavwOEVlKaWtOGCI84v/E6Qp2rjd2O+sHv1o2bw81bN8VXi6EMjOPwJ59LJwIy6RNkceZPX9fuGvwYO9V20Lm4/llnl0ZH/re66Vc7dJRtl5Q6EMfo4V0i9EXFyxDJjh5x2p1vBbEjctmPGVOv0tUBrQvQ2fCSPOvjxZ3xIIX4a/pQhvK596hYVL24rIMBxP1M5id9bIxonJontP43jS2QHQ+Os6SXa7ytB+Os9OS9KnzlN8eJaZWHng7/q3/5v1bfFFMzn0Hshco+SePyp8DZWxgdc6ByM6JHrMsHvQbrdD4XzBoi0nRj0SL8oRkiHWrc8Pf2vM4KBnlw1jr1PM4T58F3tkZiywSzjF7eNrIXaVcYIjOYzVZidKM8Y8MTjjAeo8qutAuakI/9pVEeY/XlCWX6cUqdQbHrwc2lk6Ca3MB4ucXzihYoHSc1CRdfZbbxSRyvJl4mYtjxzobnWsiePns6PHzw2LrGMVny+GwWaxwLRG62hBcuizQu1/tJz+Ji+QJ0KROeoQWhxRFOWhzpyIdPyocGpCz6kQ/IiwwWvOje84ieAB9HHunQAcIgdCCLZZ8Xnj1dgA7RC6QcfsI9oEVnQFl4Rp/IIJ00dqywyQgjWsmU0viA77EXWXY3bty4MV6CoC3ggRwcZSMPfSIz+YC0gPpDR17SUwYXHiBpPciPzNK7xld2RABpMUR4aR7oVBCP8qELD+ujnyRSdf6Urj6WUYEh7LYmUXysX6PBaMr4xhiinbw7J57+uq4MnUN2TESLkWIjQ+W9q0H7KAy/ON4Nw7FIOHrheIMtTGw4oYby6xjWXwyRuDm8M0TOiP8cDJHO/z7AQA/OqkfP4zxxHnxnayS2nmyW0MvbRvYi7TRm1/GYzVfScir94jlQ9FzDZ9H2kySaQNk2Z5LC4Kjt28vDxV0m/5rAcZnU+OhdMC0CYuzjjBmAcqTJXagtbKcTbZMnGxq8BfKLL76S+3KcJJmIQcmrRS4TfNKg68HEnnxc0rLQZUHKwhWQ1sehhYZ2iRxkR7fIAeTjgtAHxFOXyA898aQhCyznRe/IA6FBznI4dPjE+zSQtIQB+TjqmDRAGnzxe12Tx8KdsjgADU9jsLj5JV30Gfp7/FRfYIhwiYZ2yc5WypO2HMalDaI/cZD8pFMmOgLC4Y8DqQsILxz1wU878JmAgLI8vothcEXpGACTFAyv0gH0l/ng53REtzRc31844DhGCvqSQJ5+uWEX2bUTKQN3p4y46FuXsizCfOLMu4sDLvMQpi9w2XEhDUPEl7x8aaYxW0bSFmyIRqbiFRDmyoIpHeV6Jqej5z2iS5rNByuSR6zQ81yxIKOs+F6x7VQQ8Q/YEAHm07Fa2TcdMhLOQ4McVMZZGW4+NNeiWDWG58B3tkriy4SxjL4tFtplDRbLZYFkwmrBDhk25BE2jSN4RDQCtOgzwTFpseXNa7L399n6rsk9HxXzVvQOk5EmorZrYhBs0YzT+j/tSAAm0JpXNKnpVzox6WlBkU8+Ex06PH78xF8bfface032vaUPV3jxavAsKEyU+L0RgoMXaQFp0QNkEaPO8ICWcJ8HffgRxrkOAmlZaEPX5wP4kQ6iZxBZgDLhAUJHHBee+MR7voR7vlksl3kSDx/SyIsDq8Kgpwf4pNFmtFXqElkgNORF3/gHB/WUEG5q98rjhlVc9MdPf4DskiQeGuKpH0gc3sggnPGQsQOg6/mT3useUDZtGz7e/evAPSLeHbxyxcZVje3KO34jvt71Q496TNvHHAaLiVr7Si6/6IE8ymAcQIteLtt8fgogwTyqHqrTDkZJGdi0Ge8FgccORgvl+SnP7S+fcMnlZuu6tAWnKzrmMTy48ZhyyLLc/mbVZZgAYlVwGU5v6MM9pnSV38YQWcEvWJe/EmcttwV63dQtLUQ7tuBWUKGVvXMS27TLmdtwDuIVbufKdwPUgfLDgbU5R51mW1PsOciX0bfFNu2yWG5xsV1Gbnzjn84Hx/p68tEkxw2dB1rkuTueyy2MByYutp3xcdwsWNu7FK7J2SMolWUMtXHULwbsiMAvjkm18ouWSY8b8JiQ9zXJ3717b/jt55/7Mgtgx4X7PfRXdcuxpbkJfqR5wpTfyzCJwp5kFScMXcKAeMI+61MefOIoS37aAEeZ8MSxMBGPfPzwJZ1w5OL3oCz0oC+fMA6wSCI7aeTDD6Q8NFlMkQvv1Ik4IK/XB/qkg+ThkIMf9PHUpeeNH30BYfhDx04O+hCODoC0XB6LPrgYbL1epC3LSD5p6Rtc+AFo4qBLf0VGQLynCwjjKAPPlA9/dkTIT1k+M8CTV3ygz6B8hZSfPmWMnjxmyUvbRI/KmsZDaEHxckjlyFf9SWvJamn7HNfZ4SDPdIpfzm6mLwE1vuLPDhX9YJlKom14kqmMp+LpvFWGCEoiwHmTviMmxRfDPaZ0MXhniJwBKjTbO/PYpl3O3IZzEK9wO1e+G6A/mH4IsDbnqNNsa4q9pqoWmdC3xTbtsljudEOEtHKKvLlUrymX84StSQe92M5lMq/FoxaQ4cIiX4ZJP1Y8ghLt3uuRybTAcVTOMXwdH6/2D4dnT3mk9sBP1zx7xo2m9ZEyaJjscZd2tPAfa8HWvM8kWC8Qq2PTc50CqV8fjqyk46DPAkKcCTaAjrzQe/LtFivSE0evgHQWJ8pm8iYOoAu/5AXoAh35AD/hyEj9cIRxy3wAspOHHz4BaYD01B8fPn1aZFFP0lMORIfw7sOUT50Jkw49+hBnrBFn9yCyQC+X+iZOOXiED+jj+D0tuqRvGMPwQp+Uja64tHl0Iwx6Qy91IQxfEJ7p08jvDRHyeHwXQ4T3fBjwrJB8TgKmfg6iJ1gMo/fUT54+WjZcfa+Hw3IyRNJfHL8qULeEy8CgLGzhh8/Nv9HBZRXnJMOXXORoGwh98y5lxJf2gWc0h+7Cn/7J/2qxJg3e9jHrErAM57WMvsLDcT9xFJx9jobIHKxttne7Svbo084i41xAo7dgj35ArdNtLe0KGavw1m2xpbw5nFWHvi3OF+K7xZgNSp3Tyqmexyfr+rbtB/q2yORWaGFlzx0ZTDA5+6FYejP88Goiq4+r8fZQJtL9/Zf14ihNsEyi9QE1+FjQKIu+vcAk1phlkgNiW2htwmWVNySqDPIyyXt8XLrmnRVk3717d3j48KHfZorxAS16pN7Q4EjnEhDlCXPWjE+cfOjRB4cs0vrFBgeySFEuC13PNy/mAqH1hCtADx1plItMyoUnYcpFHn7CpIPIzYJGGMCjB+XgiXzyjo4OxrYnHX7RgbDTZDzSx7lPhd6ITtCxjc9TD8Wm+KAPedELsOPk+ipMW0JHz+djfamX0+VTPs5y5dIv4Rs5hNGP+qNX8tPv8CMcGfRPdlAic9RJ8bFuKtuj1y2Ijmkv8pGfPPgGMURAaIjHpSyOMA4dlg2RerPqFR1jPCnGC8GmMRG6CZKHSD7S4ygGQQsL0BfJhfGSDKVHA4Q89b+PXzOq9vJxL93Y5EAcdNxD4rLkt8JVgjy1pxML1As65gZF3FbcfAsduyVc2vGUscoQ6Tuh4zvColuGKxl8j4ZI9FmFXoOzyDgXSO6c5H5QrdNtLe0KGavw1m2xpbw5nFWHxYPxPCG+vzOGSIOya/ppkU5Pl/UfE09NjEyGTLDcY8ENnoB+wjHh7+wyidQCMkFMZtqt/75l6J3EdMGcAV+3giZKdCBPYS7voMv+wf6wfzj4Bj4WlxgfWZBSd8IAGaQxj/U+9Pi4LEqAeNqsT0uYclnkIg89AOEYHciJLADPZR36RYv4sgzoAH7qkXqBpMO7L4/fh6dFc7qsA33azMYHP9FEJjwTJ2we7aSUdBYPFjjSleRFiTRf84c/OokPcrx7AU901A+DN21Mfi8rjrS+P+OTR7uRFzrycMTx4QXw40B4Ji1t2dPEB9ELH96Ew793ILxCl3T86B70PAinLHJwvmdK7UqYfMY4iza7Iio98YSH2xP9yi++0qFdQlGgA3nyVNQaiYd/LlO6LhuJcSO6OcvtrZ93SwSXh7aV4fIMYVA6qm9JRyn5MdRsVNJu/H5XDJEevW49eg3eVsaZIblzkj3AGtbptpZ2hYxVeOu22FLeHM6qQ98W5wvx/R02RLJgAHqP+zZ4zwA3lbKA8Nge7LjMwtkYk4vPalAUPsr0DqT8ejdB1cD/1/Rl39eU1Wwjp0lWCxWPYz57ceAbSpmo9uVbZ/0d6UzOC6DAopRtenxAmHR86HDsoKRdmPhJIz/twzyHHPLww9+TrcolTn74uO5NVubJZR/+0GUiBilPnLIYHdEVRLfEl+UB8vp4ZPTp8If3VMepzcmDFvlBn8eOBuBRSxZAnyFLDYwM3n2BjEqvOinBaThuYIRT+gDtXVfaV33LvUPRCT96Qxu9aeeEyScOv8gIzL+XLT6pF3HKJ4+2SP/15fpwkHolL0AX0uKS19OQDuBBmDLhB6BN+dQ/6YQxRFJvwHjkiR++m8TxwKUV8ihPXSuMLGSXz02sJ6CMKovxQ98U7UW1S24g73WfDAz/d5gnZ4LsoKIDtadsb4hc2mUcVDl2X3ypRuMIoxU6xpLHPgSSzXF/4V/JEKkixXAOFrIEC5ohl7gWmuDiZ5jUe6ySN4dVtNtosKot1qEv1w/SEco/G+e3x6o6nbWu6/Bt8e0x28ZbYl5P8f2hGiJir8N3DAdjmuDJRT/0mZqISZc4k5ImeE1KPPbI5B1DhEmISSILRPlVBp5pb/LKiFhEf+wljP+mO0GBX643v9Rky+UV4k+ePB1ePOP13TXRoxtgciR+caf0YQLGxYAg7PxuEo/+Ofsi3xOn/MRDi5+FinAWD+gBeSDlAtJJw0V28sO7B3nhnTAuugL0jVwQmT09SFryowcu/KLfpUtKVzmMT4wIjAz0I4++j96WqzQvFnIAeYQxRFkwguSPKU0HwLhghwRIS++m0b8sgAA6+g6krqlPkH6gDr2OyYNHykCHz7gNiKdMb4jgkt8j8fBNXfBx8IrcxEHfH9RlWTfCSe/5LpcnnuMOXUmn3txgff3GDRnbZQRyHMIjfUsaKF+8mVvwTAvfVm+ON1HkuzfuC4sufUysdAwGfuZmuvIvXqiTEMIEKq2VFUwrnZ2rOngXreU7T+7yTrtkJVnU8zLvTaG9+L0zROaxqi3WoS+XQbIA5Z+N89tjVZ3OWtd1+Lb49pht4y0xr6f4/ggMkb7+C20x0pQ8JiQmLyY0dhB8pqKJg2u1TAo4T+hDLRALMK8WXJA3pzVplc7/0F+8dNWTLQ7D48GDB8PTZ8+Gg9dcw2dSZTGBnrmplZE+gP6pPqrJmwn7CONJ9cmEDpBFPQBlU4506MgLPeEsTtDALzx7uW4TlOpQutTiERrC4U0a4ehA+fDADz3htDt04UX9cEkLj54GXfv08MeQIT8gfBFDRCq7XZEp3rmUQrwunbT2hlDx8EO/XJoJnWk0Ikgz5GE00q/c08CiNy6UymZHBNm7PFXRdEv7IAdHHOOEcK8/YzX5+PAMaAPr19LSp5QnjTakDGnQJtz3DcAnDdfzCyIXH0AXQJ90fOoQ3vjRJzzCG31Ij7zIRufoSBmPScq6DwbvmtQXpGt8WLQy+LozbYzzTdokq0wOXOuoaHZDLBMa+cTNx3H/dxhUPsaUjAji4llPvJU+rZhpXG+F/bZVp1X9iJCyI2PWOfpjh2VPY4WTH9P2l2ZgNoe3N0SqEd4Gq+TNYRXtWNENsKot1qEvlwG6AOWfjfPbY1WdzlrXdfi2+PaYbeMtMaunjZDteZc6p5WTrOOT8jZqKdhCKH80RFhcgNKz0KCDv6ehxcEf+zp47fs8yGcC49sZu7vThOtyQNGLF6czx7FtpW8LTWlCFzQqj0k3fKet9RcvjsZXp/NtDM7O+R7MG81pfBekJmwZCuLBl2Upy8SWSRwwCRNOWvgD6kJa8kn3JChQZ2hB6AF6QU9Z0vvyAXnh3cdxIGX6/MSRH7kB6aFBDmH8uICyfTp01AOEfxYtwvjQ8O0dFiLaqiA5XLNvNAbyaV8tFBik5PlsVumUo12KrM7m8alH6oI+kUsa+ZTp6woN+uFDh7FJ/6Zs5V+S8VKX1ygbubnvgbGdhT2XjAiDXhcAD8LRmbB5tHqnrycZpQf0ILThBwiThuvlEaZcZCYfH4Rv4j369kz5xMmjzdAx5b27ZP46hg+PfEMrr6qn3zhuOZHg8iN9XLyaYaS/8aZUl0eX6INcyVQ6cjx3aMw4x/FpjSKOq8s1CbfxP9IRVtuQVoGWV/WDnjj3iWWnhMs0GFRcKqKfL/zZv5QhQnlYmNFJzKVbhRnybWi3wTY8VtGmG8Cqun7rkNxvXfJZZXyLup21vceDudNNh9ZiZ74txjfgSsZbNkCpe5pyEnC8SshMOc4+jKpz6p7NmppkNIn7/R2cSWmxUR4TN3Wh3XlstZ79F6+WpqmnGAjwmDRiIqu0tL0k2AfIN714lMFRE6UnaE3AL/ePhmfP6zFazpBz+aQ/U+x5g4nf5FMn6AmnHMCHHyAvZXpA38tjgocf5VIWUBZAQ37QLxY9f+IJwxuELumgD4PIWa5Hyiae/KQTRxccIA6v0KUscRavelV3GRc84QIN6fQZRkcWOP3zrjxp5i+DQCTmXfWFRLKciAT+SR5GCyEIOnocCyjf5anX9Fcbhrd3SLhEoHRo85G2MqxqYbeeSgO+fFACnEYqRjUvqUu9Qwuof3aCTN/lBaSl/+Extk2jT5k+Hjpcxg11Sh7yAHl9meUxlv5aLgeSR53we0MwCO/0N3SAOOXRiTSXu8humtpdCz3pGCjeiaKMnBf+xkueXMklrUBYRhGGR4nxOOl1Jh3eFWz1EQ+L0I9+qrgSxJfLgbC6qEmr6iunuHfP5B9R994Q6ZHKgj4cIHBduWAV7TbYhscq2n54zun5rcHqfJfyzijtrOU2wFnbezxAOt10WC525tviB2OInER/+WNsC/k8CcFiy82cnuSVls/FM8HzNkMbHtLF14mroP8vY5qE0I5dCbWHktzOAjqEgsmOvvSkeLHOul/J6Hjw8MFw7+694ZXOcDXdjLsXPSiDbplAe8Az9MnLhB55tXAtGgT4MTpw5C3n9wtFwplIg9D3upHW06buScdFJuHkQU+c9HHCVjr6E6dM8iMLJC2gDPkssuTFJT1x6lRy0KfyONv0JTjxqzPfalffd0NYY4NHJ1m0SGdHJDskHGnIYFzR8SxMMIi8cTAISvGiBQ/kYRATpq3G3ToBOvRYRv+qcnycjQrRw8M6iyd9fEHjGxbL7QYoh27QxSihvat8jaO0LWmpi9tHzvUSMj5CG4QGOX2fkkaZ0JPWl42epONAZMEn6fCAFt2pQ89vuRx0qUPi1sNlSl619dRf+bgdb5n1/CBHf+Hctk0GQDZ9WpeD9GNMeS4pwBmDt4B+kqp89ICPRxB6t/JuL+Kas5iTYhTxllVubOUlaYuGSNXLgEnQKwnjEV0w6Gl7rCu3DtuUN+0MTb68CNawOB80ef4f2W3wnMCKdhuxRbk1nFajFJ2C54k1bb+idov1XteGZ8WcIYIIh/m3ubxF1RbLJU+HdQUaQpUx3peiDNvoTFRMGp5UtTDkcqknJZ8Jc9bBdF+T5fIiAG8mJX4tcYTTiIulzBnHx/Li9UaLBRxYGHiqxe/ueMEH4145jgPoQKnajaEtyzHRAXQFpBFmMgyNdZPrw9BkMQL4/SSfsqTF7x2ADwht4oB4kHzKhcb1UbjPSxnSl3nhUgZdQ9PrH7cMykLb+9AhMzxxqZf7u8kMbW23a6w0g8ljxfny9GMhGm8otNOPeR7eMNW/Xja+E0Xne4yov365cZntfvThchALnxdk3/DMWKkF3Xp0uyGRD3/ocykBF5l++ZUlix55+mVHpORWG0BbOhaSR9sw5mL4BeQD0qDrXQANPEkLP/yEQxM6kPRlfQB16hEayicOiKMXOud4Cm3apZdJWj8Gwu+wXWIJxksyle3xQTkcu2a+CVll4YcxQVtzzIW3y8n35ZUGSax+VBLhSgwNec2IURqOyzoOSzZloIG27hPZ8/jYakfEQmdoe/Tl5rAJj3U4s4w15c4b6/TssY6WAeJBsYRtZGyDb4tvdc1J3jmQvhfMGCKoU+Hour1+fZ2oc84IdRjad2ykQXZLVxqTARM1lzgyGWZi5aYv73hw4Ku4x4bL1Zkf6GXPte3yTgv9zUR0+JoJqSY29OXtji9evBpevKwbTA8PmzEkfXmsEN1wlEc3UAsM9ak06pLxVGVVWnHO/kDuZ0gZJkXo8PtJPvVIWvSOPNIJp2xAu6UsfsIAusgNyEdv+BEOr5TtdSEM/5xVpg3CN/R9PaAHfVpoUp54eFCf1I2ytFfSAWk47xwcldFHbdCpb2No0Id+pUbkZwt/kkP71e4TaYCz6VxeYdcNXaIPOyCGmgNyFhf6G2Ml9x7VJR21hX6M2dzbAI8YIhWu9uMSH2McnVmwfKYvVphB0IGMKVzf1jjqlXYHqXfkpG9x1CFyyQfVDqUP4ZQL+nDKJI0ykQvm4tVXr8cxg0sdqHNkZiwQDo/45FEGFx0IH+mkQUT8uc/c5oqgX+k46VI7EwqoCHRcwkE3DEHGTZUr3hJSPmVECy/mC/SADod8cCy/2rP0zQ7IJXnZSYnevr8FQ+VP/8X/skkQLRNbAwyChCWOf6eiLzeHTXisw5llrCl33linZ491tAwU/paxjYxt8G3xra45yTsH0/eC79EQyfs8csMmZ5K8wyNyd9ojq353gxSiX8jJJLOIKT7KltcbHcE4wQhMKpAj9/DNJRs/3FTKzsfTp8+sN/TwRD70nKEeHNX7OyJrnIgUj0N36sUE53IKA/hAjx9DBGQBjCzoQ1t6Trx7muQRB4QDykYWdCA+aSmTcPhExnK9Qo+uIGmRA+CPS3pfLrrgUj8APe2VcgC/j3ssNH74LBiE4VPviCijgzx20LhHg77KwqIa+COEGCBHMioZZ5wVO48xgRjxI4AsRWSI8MQEepQBGiA3PvJtHGgNKVr6Q4uVeCCLMcQPvQyx8Q2sfp1/YTRYRXtZxk9AGuUwRNIOyEMuLgv6yFtwfVp+ygD0AuZnHSfjJOGMp4TBHI8ekYXr9QCUjZuTFXnkk8cuATxCh4v8+OQTxic/aVMb4RbrDlm/szHWQ+mWYZniq5/rIFJ8Oxkd/S4HYyXyFeBPDloCNUaLtej4KX1HrsYUrKt/GKsem70hgmALcqClCX1l5jCXv8xjDuv4uoGoyCl0W+m2Tt63BcldJ3ltW3TIwAPblFuLDfQ8T5yPrKkt1sGUs0LDQ/Vfp9TMC/vqztHFyckHtp8gK4bE02943LDHY4119ubUOuA1EbDA+cBHGX+jBQL4VHmHZVyY55imRapTwcaHK3OxvnhkWnlMeJoQXh+zU1GTIK9K542lvMfDj3aKZtRVEw5ntC0q1ATqu+wtgjabFlR+x23ByrHLQohM6kQZ36cAJzEV55HHOOnJMTnhwzcTMgsViDzyA9oRB23SoaMcfj/R4ygfHqED5FWflBFFHogu+OjW8wvIIx09QxM6+EUWSFloSY98/Dho+jyQuP57ca8zTFpdeYRF6nIK03fsYqSMy6kPohds+RIyBgPGya4WBZWw4RAjK/Xrv9tTadPNnlWvkgtfDY4mQ3nWjyT1ufJjaPY6wSttgS6MS99AK23oC+BP0asMRhEGObskjGVfinK/qK9EV0YzBwLtF2ODy0XsJKpvVQ9kokfllREFCKNbwsgmDzr0Sz5+EHqQ9GqPosMljoMX8SA64MIr9KGDBvTlEo5egDJsiKR8HNnmrH/EC/iUg0Yh9RU/DEcSvCvaqCijbMui3aD1pRW1qWWJhjKmRS/91RgpQMO4Q48rlyn/xjte0L451onIlcsyRP5lZ4gImSx6TMrPY1X+WcuNkGZuHCrhZjmJrWSsk/dtQWKrm1ZjbVt0yMAD25RbC/H6LlvofGR1q+8auNVOFVoH5cboh2R7jKW6piaWYy327iv9cbbKq7CZ2HjBE2SMaw5sDlqebPEWppCJxxh3azpQuI2ByCuovIPwqQlI05sPdvRgoucs+eXLV8PTF6+GR48eedeDiSILTBYXxtXc2MrETJmeLjpT4g1nup6IapJnVNXZVJVBBmU4pmkT0jJ5hi8++rCgsyBkwiYNOvimDCAvabQpZXp+uCCT5KhHk4efeO+TB9CBsllMCZOXuveyyHPdRQcIR3fokE054p7cVYZ4yqQc6dATJz+6HGs8VXloqk7hnbLmhyGidscgYOGAH8BP/VOWs9O8URc+XJLhUdFakNX+/JpxAU/4w6fvC+toCYLUwGAlP/XApd3ws9OGQYWMV6/qUqQIyohBGfiKBwx9vMhIgS90OG64BTZORJ88X9ZRGD2ou5jJfq8dJ8DYAugXF8DHvERLeo5T2qwHdU69+zriSOvzA+IA+t6nTNCHAWVIQ5eEKRde8W2IqG9yvImojAPVnXQlKgldyPf/Rls6Qgtv/MbS4NzC/U66yxRvOGcnBGOPMcJ7awC03snFF7NLFzAmZfwqDUNERXzf5uW9d4bIdwOJpfNOw9q26JCBC7Yptxbi9V220PnImg7wdXCrnSqUA7IFITyeIe4Mg+nyBrQckoCJuc6K+zMqXCazS+1yiycKgT6MJF++6fp3HtC0UEc7zXVMNoPOco+GVzI8Hj1+5sstuEy2PDJHmEkCRE/06ie4TKCr4kHivtSkdgmfmjintso9CNCTz/JGGFdtMvFNOqA9PaE1fQPyo3vyakGdDCrSS4+JX3QjjzBlQk86II8+ox8DdMxr4yOPNF8GkR8kHF6RGz/p8EYGgF/yATTREaSOyG5zffWHwhgMpOtPLap6OLcWHXYTqmy1OelepOkrxblp0Y98tvs72GVgRFquGGGsMt4wTKgXN8NSNgte2oJ+B8zWflKrlWEHDAMnixz1tdEtxyvJCaJfGSXNmFCaz9IJuw4aG/xEDI/Up3hUOTOSzIwxyvLzd5KUxQKIIZI2jN5pZ8uAX8sjLWEc+RlXPaIT6fhJS5nEQdWzdOvLJR70fOJIo2zC6Jcy9uWULX8qB4qXyiiOMZF6kU6b4pOOAce7feCDYVi6Fw+al3Ri1gGe6NyaAh7TMcTlvHbfErufxUJjlst0F4abN677SburV68Md27fHPb2uDSzZIiUKAdGjJUlsUufQ2hXYRWP08o5r9NS3dZCEzbRTYxaYB7rdN8W2/A7b9nfFs5Tz7Wc1M3r+7oWxk1gTpuqfwxhI6bOTBb6EUwbZEJhAn19VFu5Nj6YhJXGgcwTBVzu4OY8zhhqMahyPVzPlrTYxjUhkeXLKsozb/FDfi3qWrQUPlQ636R4+vTp8PBBfRyOiZMFBnGlK5OXeEoPyjOBkA4dExSTR58ePZGLgyb1pn59Pun+Ho3SEkee030JwErY2Eq5Q53ZIwteyCa9dJ4WctKyWJMOv/7ySAwFwtBSJuXJC3/8vr4pDy8/UaIw+Sy80JA+1WOqMzShBYRxAL59HPTh6A9IhyfATxiEBhBGFn548wQCwzN01kv9ys5b9bd4KZ+xQh+okHcFWGDIoz29+6Ef9RzrKlLo4aHSCh8PB4cYWW3BivGs8dPXNforNva/nanVLuoTp4tHvZBL9NKdS4jIcN3E81AGnc+iWRAF6KkD4EZcOELHOBuNlsjTL+ObY7D0ULuJjgUR/XnyhvGBA+nDtDGI7gkDDE2AvIxJy1Y52h6XcskDfTqAPnkg+enHlKU/eqRMdMxx2qebD/MFaRJHe/BXoP+qDy0LEtGbn2hc3gHpL+p6rBvdqrQynB85oyGiHI8xtTH56MOOCI/mZqclci6qT+ifWzdu6Hi7PLx3+/awd4UxpbLLhkhA4SBhBFnyKejLzWEVj1XlTC+kwY258iTOs5iwTrc1+dtiG37nLfvbwnnquZaTulyHZYtMWOzracJeB3PaWH0OtDoomTAZOxRlHPpro0pj0mQyhoY8LwZMSjro/AEw39+hcksyF8ZyQ91QWoQL+W9qQQWk82OC4P0LL1+98n0mPM3C0y2vtGAcHtYkif4++JkwKNXxpA+Jx8/EnDiOcslLeibNpIVXT8tixzZ6+GSCzeLjUo2fFzPRUj784EFe6T1N3OTHkYbhAJiQMRzwMTqSjwtPyqM7fnhHJun0IeVDT5yzOxzpgHLoBuAd/eJHRxD5AB6kZyEjHnnQRLdlRFcc9OEdqMVbqFB14ZIPxmTxU9G2IEsnLRQs3ugLT39WXscO5UhDn1rw62VwaS/yvdsANfViUW/tgFFSl0+KP3y8SyK+/VgBaY/iN/Unly/ZYUHXyi+fHbsqQ/01RiTHi7PoKEegyqAXify18SFdGIMlIzsA8JI+IkU30tAXP+1LvMqUjq6P3DLQizJ936RsX7eeDyDcI/FeBrwp148J4lWH4pV8fJC2pX42B2iLlgcqjJt0ARnzox5qq2PKNhrywuXCxZxMVZ/Truaqoj65KjJEeGy6D5pe0CHr2t4FGR93htt3bg1X1JfsjlzUHGl9f9CGiDTTcGuRCXO0m+imgi0wj3W6b4tt+J237G8L56nnWk6r+n+hr3MQroc5baj+8bEOJ7FmImdxZSFhwWOhZ/JhIuDgqrNJwtMBzoHtSePSpHsOdtAFR7Q59wTevM6EpFpL91fS4eGjJ8Pjp8+GL7/80gsy+nDQv5bC2f3gUTx8H+wXteC1Cc6c5DN319lyTRiZ5PDJj598HPlZQEH8lPPkSPrrWqx8xioZnvwsm/C0wDFZ9VVOeuT2adQR5EyRNPLMW0B2FgWAfJB0L7SNnrTkQ5/LKvAOXeQSp415EVQepeY9D8kn3rcJ/KMTC3r4IQ+aZfnk44inHPQgcfLCB2c+bU+cYyH03u2Qn90CXglOG/PV28qvOlZ7aCHhndsqz0JiI0Xld3b23H+hSzu/OeblaFUP3qBKWtWV8Uk6daPtLwzXr16lEipTbQTSPuEXnS9e2PVxhSzS2Dlj56NyqxwG667S0cll+cnP5R30JY2/alsuxZRc0mgDFZAMHbttPKbv0h8mjU5KsxxktD6IDyiX+oC+TulXkPLhB9IefTy8w5N46ILwJz0uvCmXfJ5YcX1UPPyYvzAuYFn3yhTcZgLtB30MERMK6U/AY9Ylt8YXAXIuqUzGZvQajpkzS7fS5YJfTf/Tj677WGIugjU0MrGK/5/+y/+mtBGKdcMYJFUNpbiFrMEcjfmuKbqW96ilsF6NWaySMTXAlN9TrtNtG3UWqrGuzua8DfeT8Hd+ZrCOqwf1DObHyAaAnegpnwOgEuflvC18QK1A6QA4eInXBE6EyZPJhOvKRzpAObPigOZA5qDaaVvUhOm/OnugdB30aTa6dgzD35GacCTBPiqSmjzmS5CDGrlPnh964eNxWp5sefHihfPJ6xcv0E+opMdPGAf6eD9xku66Uq8mH5r4QcogL/wBZZhkuFmVyvkMW74nuJZvIBvPv0pHRmVNkz9IHaOvZTQ/iB7Q9gt2dFu+dBP+Y1g+isDSZ/SaJVnEGUMsfkye8GWxZPF79bJeOFWXMDCsVFaLOHWAH3KgxY9DVpUpGpD+qjhtoTYQWeoDLbVEpywKUDF+NVAtF0SGC8NFeVx2QQdl+NIK+tcNxPCDg+jFAFk4nkZh14p7oJBb9WrtTd+IvGRk0eNMlt0i+JTBnj4cL+O0tiDduqpB0d/llcblRJ3b2xCsMSWtVE+3h9i+Vj0ou3OpdqaW31sD8KGnvGmpZ2u7OJD6ANIST/2V6AWZG2FdZ+Ud0N/o0soQxiU/O3CMEZBxBg35kU24H5ekhwc+DoQ3CE0c8WX6Phy+F2WwjZfmPB6q7q6j4GORPJXDZ1xhoMGFtq+0qrO4lwxodGIGLcYDE5WC5qFE9Y/Gq6lJUl2VxhjY290Z7ty6Mdy8fnW4undZQza7VI235VFG4d4Qse5N+VTQRTg4zSBpqzFHg1D+TsMmvN8Wq2SMDdChp12n2zaa97LW15n8bbifxHkbIj226jPYiZyxwGRUwF8v5yxgEVkGlz84EB3WjwmbM0euH9duhyYS1ckTgmjwucTiyU3p1Jd2icY+Iwvmnm4ZoXLOpu6aVJrFAa9MONzsylkHeY8fPR6ePns6PHn8xN9uyRljJhQmXS8yAotk9AKE+0kL1CRf8jLJeNJSGJdJ3PVuvFIWv+eJ3NCQhj4pZzrOjFW05gxkms3IvxYg5FWGuJpHZKZe0CY98dQjIA8XWvKJZzEC/QKQeiRvpHe86st4iG4XfQNnLUxp/11N8uwIUE+M1simHtA5LBm4IGnhlTzKEiaNyyneQRLPAJl8sp/JH1m5BMUZ6SWVoVzRvdbY1WIuXoxJ5MAn8UPVs3YTkFV97nYWDcYHl4tYvHyDomyLnCGnzfDTZnhOvyjHW3ilbuqWer15Uwt47iOoy0PoOh1D0OInTDr9gV7ssvhm6qNqi7q/qO4nSrnUHT/tSDpAlxgHpGHoZEwQJ9/6qSzpcOLxZfMk38aIxls7TkFkhkdk4gjj0J28yAZVnyoTB+L39YHOOgjuHyFjBoQOn3IZ2+FvqO2IGy2JChYf9W9ozZM+1Hhk3GnMW47+3CZNZvUZlCqnGGXZ/HVM/MxKBzwSMVTwr+7tDO/fuTW8/96dYZfJQPzZmeUG5BjUFuXyJXfJEBmDVjDw9hvEpE3Js5gq0JNuUG4dQY8tSHssyGhBN24FF9n29ejCQZ9yMnc1phYW1vCt2Dz3BT6nYJUh4l3ZU9CPhVUV3KrPrLFKqM46HCvJ/hpFNkHPwiohA1cgiTAvDaNeGByZRGpxY+LVQSTHJJJ3Fbh/fKSFS4Fk4mmjKWdSpUiYeBxVBinlXuuIpCyTjb9GK32ePXvpl4ex6+E2Uj4LzhvxQMdMdEwS0Z/JhUUkk1kmIOI+uJuLnr0fnslPHmnkwSP5OOKRg1xAOPlxNAALO4sPLJd5sxjSBrXoqk/kV3rR9LoD/OgaeaHtkclzWR4gvdc5vEgjzA5OyoQHMjkDDw983zOiudB5R3UfBZck3CdcDhBIS9vlDJkxRRl443qeOOQpWagFJgsDby3l8I3utG10lpZlDImetjYvFs9Oju+t0MTPos7Qg+fu5V2V4wyYs1suKWJssaCp3cXj0qVq49SDcNoDcEmHlmJnkHIYbdD19NBaR+sZgw9/WtjNRJnQhbfrbl7iq/wjHa/EOYHwO3cwRMQofQcSTp0BPGMMRCfSQpswefSdz+hFY/nSkYU1hkjJrzETGb0cdIcm8d6HjjGAHxrkUyZjA/kgcjKOUw4X+fiA8tSPkxCAgRqZ0t5liPcySUuYPnO09QH/bESozsA6akxFPuCNrfBUtwsKy6fNfMlGcdmww7Vre8PtWzeG2zeuDntXeEmh0hECrWIedTFE+E/YOij+p//iv1H1YMwAq4r2oAjvjk/YHE5BFAd9+DxhneCtv3ROD+vZMFcnEN0oHppV+s6mKy2p86XmMa/NIiZ5+Ce5z9V5FdbuiHT1X4VV7XIWLIwhJtyNWmSxXFW/L1d9EV78590ZgO1zFnBfapHPQegDKme7oiHe34BVEJdRXk3OQIerfTD2g7IyGkwrfpz5kw0FZSh/6dKun2r56pv7vsSC0WGdRMgEyKUgCpU8ylC+JhPKRx5+0UiqHBOO6+RJpibeONJD35fJBEoagA705eGXfNDThyZIOr4nHfEnf+Jfk2FPh2MELMtOGET/gDCTcC8b2twUSpg2BcQpjy4pRzyOfCZ+ep2JvxYH9GG+0+KrMjYylB6Z3KB8eRdZVSf3s6hf7udyzdQXyE2YdFyvB+HoAWiN0LkOyj9uC6MXCZGxg2He0skGiNLzZJbvx2ERd9uzEFW9y0iqPideOoqZF6SLftSSRYVLNxgYjF92WOBt3VzXGg/MJ5Rn613eQh1oh5xxwwM9gI8/GUVlGJXBBM/iV7tN8DQPyiqfyzKSap3xoTngqZmRpnzyaU94JR0ZGQ8BecD9rXzKVT00D9DfyidebVN9hiEKD8IgMnHQLCN0AH2ji3XXuKFc5IdP70gP3+hOevRMGyWPNMLRmUato6bKUy+MWk5o3PdKLz7VL/DOPBO5ABq3uwowL9Jf3FRO30KGT2+zK4che/P6teGGjI8b1/c0DtV2GiNlpKj+dHTQdAz6uvwoDRF3WhvMs+irsYImuonVWO9V+s6mKy2pK0TM4mQLn8QkD/8kd+q/KX5ohogRcdbtdNlzWKi/gsTQkHrkDG3/4LUXEBZ58jzJ7vDSJiZdxnodfDkYiw+0qasSWtshjiaovOmAnfQgPeUqHR38JIwcLxC7d//B8PzZM+96vGbsyE0TCPzRhbJ1qchnZfqJk/Ohc7109pMJjwkOMOmGD376K/olju8JadS7aEjveYYH8kDKJw5I6/mEr+8ncD3aZN1o/Ehmq0MtkEXDMp4JNfygQ49eL9DTxDCAH7RM8Dj0yM2n5q/8yCXfH9kSTRYE64jOamtoGDPkGRgAyofedAJDoh6BbWemomWS3tfCjTzSkA09vNARXdERP7qBLJbQUvbwsC4PckkF1IQ/6Oxyz3EaFrkuf4yhUm2IvrwVlXFTl5Va/+tHGgtqdqA8ZpTN2MJQyIJhehHYMKFOoqM9yCJ/Z/dCe/V4o5PP0y7QZucjPFA/9U/d2A3xjiQ6SS6gHixV5JXs1r9iRhvs7KhO0t3lVC+WUvihF2XhE93jp18TD2KsUBYZOGjxSad3LVvwfCBktw5e0S183QcN1U7VjwG0SSfMfV7RO/nJw5FOHJ84+qadAGmpb9rUba940s2v6a6moiKmw4jMpReSGQvMgbU7UUhbFH3VOWEXMqQXlxCph8pev3Z1+ODOzeHWTb7oi+6q82uMecpPLoBnj+jsMIZIjSL+jRI7qOJhQMEKCRIwRUb0wnrqWazJXlTHTTiGQBkjjUlH6wZtCaV7o+nkRbfQTeiIGpYbEFRSpS9kL7M7ARGfZLeEiWAtuzVYJaqGJDjZAstY14+LuRO3E5xpKCX16WPZnomy0+bQEtaxo34lBc1ryGJkMNn5cVo5f4CrleUsDyI/DaCDyQeUVhHzMiNchanf2MfRw+lFMyXK93FVEwE6UawevZ3OyA5kLPAuj7v3Hw7PX7zwYuCyjQ36Rh6TCJNPJshMMtETF0ADfT/xAMqEByA/E0vqTj7pXoiETHiUST78okfKJy2yMIR6voD8UTZGlPyiT/tRj9IThBegL2vxLFkUwSe9EYztpowWmHihdw90Sx3hg16pG/WP3sRJx/FCLxY87sfwTapt0fbZYKPFYUTAb++K6NMPLT9fvLX+TPwwMA9kl16MReunyRof2eFDe+etpsjn8gRpEmiZhKN70e67jox7FfHZLwu67+9QikJelLg/hGUWGaTCm3zk6CghZD1pWY4DG+5SGDnoWHWHfw124pSt90xwtl1GFzSkY2Qiq3aVqs25/wK16GZk5H0g1N8nDshBKxgItFmFlKo/DBH4m0hgUSWhdCSvzvLhRxpALjJKN/nKKx5Vh6pHjXOcsyhbrA2OU+cpgT5InxEnnbQ4kDYD+OlXAI37oPEgjCFKenRJXkA8ukIbmvAifZnOjdT0py7s/CrbxgP65f608URecxfTVz1No7DGSBUvPvkoIY/Z7oj/7s5F74DcuXXThojYiwaHDhSRjjY+4BKdwBT2f4Wts4K02MI9IvOgwBhqXPCoSIt0mASvx1paGtBqtsgYDtCtBt4m2Ea3HuvK9e2yDm63TYkFr3FvgXZSfxKn3ly5iHX3k1CfqYmmfsoBCniVbyxwBvYy+jYez0h0sGFI1sGjNDUGiwwTLlvHnGVcaJMPBzwHHQeYt5HbSe12WK4HUAKP8kpnp/igZ+FmMahFjsn06PB4ePb82fDlF18Mjx49VroWAaVThkkkkxCOdsmESb0zufmAb5MZDmTC4dHRTGqk9RMRoBxxHG3U80N+Jj98jDccZ12c5bLAQk9+zsSQlfLoC09cJk4cIN7XxxOe20d1IkF0dWaMPqagld0u8OCsn7NfZILabaD+jhqUheeRF52pzqlPJmmMJPKjc0AedOhPHg46rrFT99QVGvIIwxMXkIY8HPVx/cRj3OFQX9N23MsQ44R3dWDYwJ/LJ+RzaY5ze9qAMcyNmPSteahq7LBIVC0gjB/VIzepsljABx0PDnnbaTUSdUUnGDA2eaKFy0oHWpx9LB2xkNR3PmzA0I4cIxd3bDTnRBNZLDxBdrGos/tM4ny/ifXg8hLtWWMPY442cjtxs2rjw+Pu1W4aX6oPxwqP19ow0M+P2gbSA01sELgeNR6oF3QYG+l/e/rny1Gqh7R3mLKMF+YISLhkNcZFL3PC+salj8OXdibMWAmgy3hyP7S+Txo+9YYOH+CHJ4AGl7I46GkbeAJkpjwgDxqOUdJTHj/6EU75AN7RB3rCifdgTkZczbeiQS9C4onvr3w33hiit6/fGG7fvjFcvbI7XNkp/SkfpF7HU7UdD2rtI9D1sxXQ34/eEEnlwBp22+jWY125ataGdTr8Dhoizg5Nz7cbpSwznvAW6tNFOhksVcQ9gWny4f4OJqLEs9AxiVzAJBeYbMZ+QMxcxVc15kgrDiNJ6SDOOtgJqOeUySuiOaPbf3Xo3Y4Xz+tLtdzzwWLAeGXB8MEv+ixaIJMR4ADPxIDPGKMMoJ5MNJTLhEN+JhW3g1zSSYMvYfgSZ6EA0IU/eeFJPmnkRSfCPW8Q/qDXJXTkhQbevj9BNHmTavLpH+4RoEw9IUKe2TkcmVl4AsoGXGIA6Ims4tWuf4uH5asuhNMOILzJ69NDn/bBEceRlwUg6fCpBbjajLy082F7VweTOOAsv+SUUcMYgp/ztFDD0waGDAvrpHzoGD/80QS+GVUyPe7EKzsH6HZ4VJeC4INMFtqLOluFhjCLvi+diPaCjh1vpV+9YmOEa/l7WkxUDevPuyDgYaMwRjcOvmrzAx1/BzK0eYfNK9Vz/6CM0sNjxqiMkCtqJ/1yTwKGEEYOuvHiPXixKZjdJtpPmW5D6hdELkYI78NInPoiJ22Obx5CXcKsnS3zcx68aRvaqt4DQ99hJPLkhsspE0e5uTD08HL7KB2DM+WQjR4ZC4SjD+3Sp2XshS9lyAPxSQfQkpb0nCAgH16E0waEl2UH4Zf6pEzo8B2WLtlBw9GSKq1+5xjWsaLonsbLzRsyQG5e9yvZdzk+MWRtzEp+t/4iC9HMe0F0AdK4BZokdKCuipzZEGGCBr0gMMbFlcG5jEUeJ+GsxsNnBCOPOgj5l44q6qJdxXfcghKmcoVl3TfBujKr8qvpK1RukXZZt+B4nt0seh5TPyitJS/oFoPB2fOyAw3nFpqXUUlJx1/kRyzXW9MfxacOpBEKMlHxBEm9NKlkMFEzubCAcdc/afwoq+nC5eA98hL/yRARZVO/DoSuLv7XJvP4Lae2e2EELyaiQxkdL4b79x8Mjx8/0tjUZKUDlssyNQFyxqbS4uMfCwF+0ykycOhKnUhj8vGkIMAHEM+k5LrKYdBkUuzzAHHK9jT4pDExQgdP0hIG+Jnkwi+TFuVCHx1z9k8+YCGFHhrSoGfxYnKrLXP0U16j4Sy4dE2dMU7qPgIAWxbOXB6ofkA32ldhTYKRTT6yKUsYvrRp9AbQhjdtE3p8gJ+2KnmT4UY6vOBBGN7wgC7yoLt27VrpRN8L0NSiVYYFRgHlvQughRo+kuJ0eCAWo43dE15Ch0zocS9fvvDxYmOiyaQcuKDj17pIB+RjCDMe4aEcL/Ayb4Zdnclq/Rj+4Pd/NtyQrhgkLMh8XI6bWG/dujXsv3ylcX3fBgnvoeDYYoFP3/pmR/XB3tWrzegYZHy/HB4/fzU8fPTY90DVzd6U1Pp2pV6mBx2X6nzCcHHXxhGAimOEurIjA6gDfc3l1dr9qjFQHAV51AnDAs7uW7XLtavX3Cb7MpCgB+wqlUGGQSRDSQYgeYzXul+meNPG6euMi/QrjnGBDy264pMP0k8xVgG0hBOHJrx6mQmHJukZl8ShQVZ4kc/YIa3ni4vO4UEZ4uhPPHyTHlp1TF1SVN8yLi6gl3zmLgyO9+/cHG7fuOYdELRVMZeF3se3Dc86vqo6VacyDSqceoJlQ2T0CZ7VEGECRkgvyOi5LWWBnscqmEag4fhVmINCefqXzim0ynXoZZzQr4P11y8yNkF0W0CXtEremK52WyiwBibfEH27TPKUNle9c7000wPikwWQRjtbL6vEmU1NVBxYLPQcMCxMPkvUgeIFQgdGPXFRfHx2CIMGHRIt1Le9emm23aZt5+jBGdyFY6UrykRYPI6H5y9eeYLlbPDZ0+fe9Thim3lgVwAaJiUOSJNbdyYE+BGe9Cz9SIt+mRCIJ500/LjEmXyg6c+OMhnCA5AODWWghyblAeH4uDz2B1gkWDw9MQnwJt91EH8cYdIz4YU3/QaQyWUy8nxWrMWkiTRNyUe3xcdYSSe/eLZ2U3nS0adoGDl11GEXQgvgU3zrrB4+OfMF8AK18FfdoYFn2gogJ20M8KEBva6RS34m+OgJdjR2sgsCbV1ySB01tjVWWKzRkbN796fG9jUt7qgS/QP4plwMu2vXrruvzFuGNm2N8UGav+jMWLY+0lWG8Z3rO8Mffvbx8N6dq25Xmub+g4fDg4ePGDSivaBFZs/GyJGOPz4TIFGobbiN3Ezc33Lst2Puip4F5aVOFPYPaIu6JOMX7j157EXsiN0MlbLxqJ/HJDeeooDkUjf3n/J52RpAJGXcR2o/FjjXB2keH4y58jMmQI1VFu3pmIPO/SlaysKPPqOcS7b+TJ9nTGR8uIz8OOKUT7+jO456oQ9++BGnP9CLMKC+5EGTfPgC4uSnTUDyQHQM+nLhHz3j4BW+KY9s6hddoVNtRScjRPm7GjKXdy/ZXdu7ojFx07tnGCi0Ky0bMG5HvI0h4mCje9sdEaxXOj9I44BeiWCRxwxUvOcXeFBSAZXtZUSPHqtkLOtjfvrNyZvFCt36XZe5OoMx/Ri/wuvaCph8Q8zyI60lL7RbM0TW9odwQQd6EL5OCT+lTSxI6+QIxHSIeuLhfgAegWQiPuQmNPUfBww7HpzNEb6gszjERF8mFnMhiqAWNLrun9pQ+rTgQpV9yFUGtCwcRcAkeTTsv9r3d1uev3jubWjerOhJzbNzO7OxIQJiiMBDPMWPA93bv0qjHtQ6YJJBJo4y0TWTApMTIJwJJDTVPvUxtvBhQsHHkACZ/ALiyMHVJFwNQTpncfjwJb3O3F97oclkmAkMGowMZFMuExnI5IoelHP7KM03rEp1zlJJdxklIBNDDYOEHmQBod9LtSnOr7b4a1EJsqsGkEl+P1GnnUDqAaJj2pR+gpZwfHiljUru1D+AMqkvZQB0hHG8i4QisMDQII82I44u5Hk3Qwm7V9R3Kk/d6j0eLELsONTr1ZHDfIcsXqBG3LtEKkOb0lbs+NGO7C5xLPnxSlFwvwRrw+7Om+Hv/o1Phk/fvy4j4uLw4tXB8MVX94Znr2SwXNjVAqO68S0k6Uff8A0Q6vji1XPrDNAZ3Rg/9CH3shxKPxvkIqKvmfsua9zxkTPoDsXj0f7R8OTxU38LCf7iJBrVTWUYa2Uw1PjBIZf2pr60FW3Hq9jdbtSptaeaRPrU+CNOWXRk5xK/jonpcgj56ATS18xDkRH56VPSiQPSMi7IIwx/wjiQMslPGFAeUD4+NCB846oelYaf+sXBM3qSH70J43oQhx5a2hWdg/CPwwTB0Liyc3HYu3xpuH3jxnDrpvpSVolPCML7WDq19ULBJrPVhQR8exWuOTnpLU0QlxagVxNsdP+ap2Yacv1sEdXJLcS/BZCm5moxUMLmaL8r9LJp/KBvFGC6CjSvz2+NtiUWGn5J3rcNttYmRPaUNg5E/XQ4ttRJz3r6IyDMgUC4Fkkw0splCSBpTH+TA3CaaLzI77/y2RsFOUh8UPuGJ2mjsnVvQJUr2cXTZ1VWxUKcbiZ2XZLLlPN4ZBunSMyTm+f4wFbiTKL7Oqt78eLl8PDJC58NMtFmAlk+0Mf6lYI+2AkftUkUEMZlwsiEmDDpmSBIi4MP8tI/8IYeuhgXMSZCnzDplAXEAxbBflKEnngMEPjz/ZTwwtEn+OTBM/rCqy43lAwMEtK5HIB+lEtdefKEKY4dLniBqm/JLGRyLblZmEhjPNTZe+mQdqGM+5bViJAWHNJtsDheEzjlojdI28AbPdEFGtqNtOgIvQ2lJq90qbNceBPHJ4/y4UecdIy1gPZhLIU2OkEHP548wOgjbV/loIMXCzrHZnQwLR+no530Y9dDLAQZU4dlGPpFXzbwoKAdxUtt+P6Na8M/+ns/G65cfCojaXf46u7D4amMEC/aajP4xKRGjgQO1zQejt7wnhSNqcMDnRnvDXsK876bpy/3JfaSb1Zlt8I308oYqns8uOzxarhx8+Zwde+qFrJ6GuTR4yfD/YdPVfZw2Llc45hLJdQz/eMba8UDFaS6UAY++d7BkF4YO/U0DvfZXDVhjR3qUXkxWNPGOzJ4SEu7e6dVbczJBWMAGtJTBjrS0rdJJ412Jp147+BHucjIWAAZPwAe5EVGaOg30jMfhA98ATIBvFKulwWWw8NrtZt+iKZ/TC+DAxKOrYPXdfxzzF3VnHvt2hW/gOz92zfUb6q3L2lX/Xr08YShlASHe3jHpNEs8Dme0hbSIX9bg1OtMAAADJpJREFUQ2QZ/V3X3yei5lg5YVJ9qseqOtF5b4sMxG8TGYRgnbQazAxkx5zWg4ksDcZAgTX8L1zIlFXpADJxc9gx/bEo8CQJB1a2ipHJpE9b4MYDVEW5zg3/khFeoA8HpDXlOtTY5l/pWwYLUbRDDvXVAqUz1kePnsrgeO7Jn4WSbWEWWG5AzYEel8UD9LpFV+pBmLoSJo0wfEgHPU8AP/KQSXiZL/SRCYgD0pgM03akwyMTVuSEHnDmGf2iD6AcxgN8cOQlH369odKHoyth6FL/lI3PGxVZbCgLGBNMesyp8GBM0PbhS7yu++d4YQendAfk0+1sr7N7QBnFVC8WYC5RqH018UEfnmkjfMYebZA64EgvXWq3iHjpUoYDQH/qSRoOmuw+Ead82oC8GGoBMqHBh1dkupwme/ozl6oA+TgqK5bmTVmQx9KrP0SHXF/CnC4R0caHhzreRMg6cGPv8vBf/d0/GG7uqawW8K/vPhgOZIjLTJEOGMPopPGBfJU/aP11WWfG7733nrfnd5GjfO5Veb5flyi5r4TFx482Kx/53GfAMZfLq1d2ecX3e+r7C8PTF/vD519+PRxqceGxTo9ZyfMOj9uwxpXvtZIBQpu452kE5af9ocIQyVuPbXi1PuYmaBoor7RnPNnYkU/7olPVF0OqdpDgmXFc4koODp7x02fwCBKmPOMHB6AjjXLp154PYfo0ccKkwY84wCcfPul/0nAZb9DDH7rwCny82K8x5DxfPqEOGj8KcozeuH51+PC9234El/tB1JMeNybv+AW9jITpJ8bCMs5iiFz6Z//kv/6TFg3dEig0hlzoNHjyX0ZfxqOsYQ0vo6ffBPBUGQ0pF+0rTCeGXdJdpwbnQiAXC/ttsNDY3wVa5Sx1RnR/MC3kM2onz3zGIAPb9WiOdtFAIZ+J4fDgaHils6WXuBcvvcuQmxM5m+Oxvssa+Lua4HjrHqx0KMG5+kMO2sW26sNzaLrY0odhuYsXuemQfquFj/np4YPHw9df3Rt++9svh2++uTc8fPjYd/4f6SCvCUyLVqs4B3WQg3yhzTqgL3noD13qkrykJc7EQTwTVOoLD3RJGXzihJlIcCxagLxMLjj4Rb/wxsexaMIHUIY4tJQDTHTEkZNyTNBMqtkZgjYGTWgpRzo+6YA8ZBBn0WQHjDD9j0GKYRG54eGbUlUuj2TWBArNVC98RGDMsLhAQzqLFeVZCFkQY0ygA35AGB6RXfwqTh68CEd/2oEwIAxN6Vb1BEmPS17oKI9DJ/xeHvVGzo0b11XLafyQVkyko870k04c44NLhr5fRPUnn5tHbZSpf32fiHSSEC0kagvJkDC3O5dkuJnzspK4ZPL48ZPhhfqWXZSnz54Nr9TfBzoGuIn0kGNB5VnIuXkVmuoNjV3pM1zc8Q4YOyDcA8TN5DFiGCP0z/VrvGHzxnDtiuppfXTWrbHL7gU7KRgRGFJKVho7ftzvUmMvu2N5rTuLGfWsNqn+QQZ5tKU1E6O0uw0j6U/cZdR8jP8aM/BnR6X4QgO/lAVjHwikJX0ZSbccAf1x9Hf4pjzh5ONAzzdp0YW6AerX6waSFriNWrxPV8OT4DTe5IzxBTTa1Re7w8fv3x4+/cmd4acfvy9jU+NIJ2wUwXbQ0aNplPIusoBexoK8GWLnt+Q5WtIW0on3OyK9JaSmbKEJIg+vQkgWeM7vJLis0PNdVHIGIp3T4zSs5dkQfYwWXOh4f1lyNUrM6bLmVTm9zLZY0Ln5IO1Q2UUD7dQ+bQEb/wWTfpStMu1g1kHNwc1k5C/TKk4l+XGgMMmUsVFxy4KHflzT7nUlr+I4cVholr4mEyAXZ4V0wEgf7tqut5RyYGoSO3ytyfKV3+fx7BmT7isbSrnkxKQELcYKE9PYHuZRbg7QUR/8lInL5AH6PMI5S2YByg5BaPABYSakxJETB8iPEcFORk2uxSPhIGfeAB8afOTjw4Mw8sjDUZ70TGzwIJ8FBT+OPCbMnP2BOkOfLvdQXxsIbAlDK4MBo6bep1F1rN0OyeNeA/FNXZABSn+MKtVX9WYnhHuKuBRAv1GWKqOHDV7JYXFBdupBHeEZwDtyUscYBWkv4LHd2gFHOPVNe6a945NGHq5vK8ouA5nWw+MQGRhZWrBcvh4L92UYpaGLd3qok+Kk0WZsr3tBdxuxO8UOQtNJJwaUkalgPld0PP7eR3eGv/HpHRkke3VD6vPnw/0Hj4anOk40Wnx5DuMRwwWdr+3Wzg9GzO5u9S0GO2e+LPb05dHhwfCCG1s5DjkeVQ+pZ8ODeu3tXvD48SW2YWd49vJw+EYnAPvS34RC8ZXRKpmMmXr4QW3c+NGe9A/GFnWnnnXcssDXsVhtqDS1Z9qQ4xoaG09iRB683J6iJxW+lE+fTbyqf/s4gI62IR30tOQRjiGSsZdxgE9ZZILo0fNMWfJIh0c/fsiLztEBQIMj38eD0uqLyBpryKCc3N4VGb/X94b3bt9Uv+x594NRYqOMxlbb01auLcdYVdt855B05Ln/l+GkoqE+IybGLbd4uX79joiaZfzNKeHiLbnaY+qYgIGxKeZkvC3Mkw7r48tQZuoJZuu6ph5VZHv9z1quRz8Ye8xx7WkX69nzSJj86WDkjIUJ/vnzF1pQXvllTFzigIaFYVenWnt77HiwPcnZaZVHDM6LhnnPySoa6Jcx1x+uRtti5D6US5d49Gzw3fvffH13+Pw3vx2+/PKr4e7d+3X5hZ0ZFdKcJInFD104+AAyzLLVlXgOfuKZQHCZbALCLm+lCpbV6MOTcimbiSjp0GWyIhyennw72cTDI3xxTFZMXNAG0APy41MWwIcyxJm0oCUevUgnjrHDIhIeyGBhQj4gPWWQDS/iSeMV0PDBCAGlI/WoCTo6Y6gQZ+HwI5aSCw8eh4UW48P5tJH7TFOnysZPe7BIwxNHneBNOvEg7QKoJ/noCKDHQUN62jrtgSNeui4uatEBkA5Iiw60TdJSb+p4dFQ7ctx4GiPT+tvIqrHHrhKGmqSMMuDHYotBwLdmfDkFOU1HNZaoVJaZXPH9VzIYXrwc7j5+OlzavTLcuXXL96bcvHnLx+2bo1fDm8P94eLxkYyHS8PvffLR8MEHP9Hidcm7H74xVny4ZE87c/sANzfeuXlT9ZDxh3GJXKB8t6miH3zwnuJqE52Rc9nzKY/6Pn2qY1LyjqWju5PjRWHRWXfXtIBPnTFWYtxw7GJgIMMnHa1/yfMukEAZHLtFtBNGrMuqfWtHjeN/2jnr+zhlA9IypkHpWD7p+AnTh5TNOEI3XJ8W/r3exKND+JMWPw4Z+JEZFzp4VFyG0EV2o9jdeD1c3bs4fHDnxvDZx+8PH71/W4a9jk2MD04U9MPoO65idoSRHt7xl7GYPkPjpDkeLay0pLqP8BfuEbEawcRgTqHWXP7f59uinUWjkTepcTrUDS20hOXksFM6ujhbHQTmdAd0oDVBn0bTy8ubAVejyuKvwsqcmYxN2wQwsIOF+rU6FxjELSgs6+rat7I5WOw4U+VA4h4P/aBhR4SFg23g2gJVOTlF4dLa0hwr7DKoMymg8SY0+SV8gWYkpbjflAhJoxfYOn7FS8RkFD169EThA+92vL5QN3Uy0bDgwa+2Y2vShy9pZVjWgt+DstBkMsqCUmXQsRYl/OgaHrQXeaRnsulpe7rkxwehD5/I6nnhMvGB5GdywlAM30xo9GfKpxyTJXFooCWdt3RSf9IyBtJHpEODnMgLXxbE0FMWECbtis6YGR/ErZ/Onq0fZ+tiXZfDalGNbvDGBcjmraP0GenUEd3Fxou1eXNmjN7qZ3hRJnpGdvqUeNDLDPp80kMTHae2qfaPIQQtOgEWv2q79HH1bxnjJZd2wbh44/LRpcYYvHDUlTN+2ondD+rHsQgN+sDbbfG6dq6oI+1giJbP8x9qsec9NxzLXP9HJm/C/PDOreE9vo56W4sSNya+ORDNkfpMPCTrmYyFx0/3hwMZIMizAWiDQTXgYKc+tLfqevv2LaUPw8NHj2Rg8Chy7YDdvHWzjl+V59H3ew+fDN/cFw3zidjRJrW7hUFJu1YDVl/TX45S3OEYtLVzVH1G21Cex/xps1yScR/J9/gzH3Yoqkz1hZxo9d/jxbtNaU8Lpr6ibTox18EXGbQ1dMQD0gB9QDo8QcokjKsx0XSQq7FZ4wlaxgn1qJ2cqRzAuPD7VURrFXHqG8/H8t2GYkb+ZcWvXb0y3L55dbh165qfhpF2I79qA7NVGfhVXRVpjvmvCCIf9OER8BvXe8pKBiEnFb3XihFFu8CXMTZcGP7/0EYXdWY88y0AAAAASUVORK5CYII=" width="330" /></p>
<p><img src="data:image/png;base64,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" /></p>
<p><img src="data:image/png;base64,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" width="255" /></p>
</div>
</div>
<div id="começando" class="section level1">
<h1>Começando…</h1>
<div id="instalar-e-carregar-pacotes" class="section level2">
<h2>Instalar e Carregar Pacotes</h2>
<div id="forma-mais-rápida" class="section level3">
<h3>Forma mais rápida</h3>
<p>1º: criar um objeto com todos os pacotes que irá utilizar</p>
<pre class="r"><code>pacotes &lt;- c(&quot;AER&quot;,&quot;base&quot;, &quot;basictabler&quot;, &quot;bibtex&quot;,&quot;BiocManager&quot;, &quot;bookdown&quot;,&quot;caper&quot;, &quot;car&quot;,&quot;caret&quot;, &quot;conflicted&quot;,&quot;correlation&quot;,&quot;corrplot&quot;,&quot;cowplot&quot;,&quot;DescTools&quot;,&quot;distill&quot;,&quot;dplyr&quot;,&quot;factoextra&quot;,&quot;FactoMineR&quot;, &quot;faraway&quot;,&quot;fastDummies&quot;,&quot;flextable&quot;,&quot;foreign&quot;,&quot;gdata&quot;, &quot;ggrepel&quot;,&quot;ggplot2&quot;,&quot;ggpubr&quot;,&quot;graphics&quot;, &quot;grid&quot;,&quot;gridExtra&quot;,&quot;gtsummary&quot;,&quot;Hmisc&quot;,&quot;httr2&quot;,&quot;jsmodule&quot;, &quot;jtools&quot;,&quot;knitr&quot;,&quot;kableExtra&quot;,&quot;knitLatex&quot;,&quot;lmtest&quot;, &quot;lubridate&quot;,&quot;magick&quot;,&quot;margins&quot;, &quot;marginaleffects&quot;, &quot;MASS&quot;, &quot;MatchIt&quot;,&quot;mfx&quot;,&quot;mgcv&quot;,&quot;minqa&quot;,&quot;modelr&quot; ,&quot;mgcv&quot;,&quot;nnet&quot;,&quot;nortest&quot;,&quot;OddsPlotty&quot;,&quot;papaja&quot;, &quot;pandoc&quot;,&quot;palmerpenguins&quot;,&quot;performance&quot;, &quot;pglm&quot;,&quot;plm&quot;,&quot;plotly&quot;,&quot;plotly&quot;, &quot;pROC&quot;,&quot;pscl&quot;,&quot;psych&quot;,&quot;rddtools&quot;,&quot;readr&quot;, &quot;regclass&quot;, &quot;readxl&quot;,&quot;RefManageR&quot;, &quot;remotes&quot;, &quot;reshape2&quot;,  &quot;report&quot;,&quot;reshape2&quot;,&quot;rgl&quot;,&quot;rlang&quot;,&quot;rmarkdown&quot;,&quot;Rmisc&quot;,&quot;ROCR&quot;,&quot;RSelenium&quot;, &quot;scales&quot;,&quot;sjlabelled&quot;, &quot;stargazer&quot;,&quot;stats&quot;,&quot;stringr&quot;, &quot;stringi&quot;,&quot;texreg&quot;,&quot;tidyr&quot;,&quot;tidyverse&quot;, &quot;tinytex&quot;,&quot;tseries&quot;,&quot;truncnorm&quot;, &quot;visreg&quot;,&quot;viridis&quot;, &quot;xtable&quot;,&quot;wesanderson&quot;, &quot;xfun&quot;, &quot;writexl&quot;)</code></pre>
<p>2º: a função abaixo irá instalar (caso já não esteja instalado) e
carregar os pacotes do objeto “pacotes” criado no código anterior</p>
<pre class="r"><code>options(repos = &quot;https://cran.rstudio.com/&quot;)
if(sum(as.numeric(!pacotes %in% installed.packages())) != 0){
  instalador &lt;- pacotes[!pacotes %in% installed.packages()]
  for(i in 1:length(instalador)) {
    install.packages(instalador, dependencies = T)
    break()}
  sapply(pacotes, require, character = T)
} else {
  sapply(pacotes, require, character = T)
}</code></pre>
<pre><code>##             AER            base     basictabler          bibtex     BiocManager 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##        bookdown           caper             car           caret      conflicted 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##     correlation        corrplot         cowplot       DescTools         distill 
##           FALSE            TRUE            TRUE            TRUE            TRUE 
##           dplyr      factoextra      FactoMineR         faraway     fastDummies 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##       flextable         foreign           gdata         ggrepel         ggplot2 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##          ggpubr        graphics            grid       gridExtra       gtsummary 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##           Hmisc           httr2        jsmodule          jtools           knitr 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##      kableExtra       knitLatex          lmtest       lubridate          magick 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##         margins marginaleffects            MASS         MatchIt             mfx 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##            mgcv           minqa          modelr            mgcv            nnet 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##         nortest      OddsPlotty          papaja          pandoc  palmerpenguins 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##     performance            pglm             plm          plotly          plotly 
##           FALSE            TRUE            TRUE            TRUE            TRUE 
##            pROC            pscl           psych        rddtools           readr 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##        regclass          readxl      RefManageR         remotes        reshape2 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##          report        reshape2             rgl           rlang       rmarkdown 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##           Rmisc            ROCR       RSelenium          scales      sjlabelled 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##       stargazer           stats         stringr         stringi          texreg 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##           tidyr       tidyverse         tinytex         tseries       truncnorm 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##          visreg         viridis          xtable     wesanderson            xfun 
##            TRUE            TRUE            TRUE            TRUE            TRUE 
##         writexl 
##            TRUE</code></pre>
</div>
</div>
<div id="definir-diretório" class="section level2">
<h2>Definir diretório</h2>
<p>Session &gt; Set Working Directory &gt; Choose directory…</p>
<pre class="r"><code>setwd(&quot;C:/Users/Usuário/OneDrive/Oficina UFSM 2024&quot;)</code></pre>
</div>
<div id="carregar-a-base" class="section level2">
<h2>Carregar a base</h2>
<pre class="r"><code>load(&quot;C:/Users/Usuário/OneDrive/Oficina UFSM 2024/envir.RData&quot;)</code></pre>
</div>
</div>
<div id="tratamento-de-dados" class="section level1">
<h1>Tratamento de dados</h1>
<p>Recomendo o vídeo em: <a href="https://www.youtube.com/watch?v=AoSKH0x8U3Q&amp;t=2553s" class="uri">https://www.youtube.com/watch?v=AoSKH0x8U3Q&amp;t=2553s</a></p>
<p><em>O script está em um link do Harvard Dataverse na descrição do
vídeo.</em></p>
</div>
<div id="estatística-descritiva" class="section level1">
<h1>Estatística Descritiva</h1>
<pre class="r"><code>summary(Base_GECAT)</code></pre>
<pre><code>##     Ticker               Year        Company            Country         
##  Length:8823        Min.   :2018   Length:8823        Length:8823       
##  Class :character   1st Qu.:2018   Class :character   Class :character  
##  Mode  :character   Median :2019   Mode  :character   Mode  :character  
##                     Mean   :2019                                        
##                     3rd Qu.:2020                                        
##                     Max.   :2020                                        
##                                                                         
##   Sect_NAICS         Sect_TRBC            IPO_date                     
##  Length:8823        Length:8823        Min.   :1905-05-25 00:00:00.00  
##  Class :character   Class :character   1st Qu.:1998-03-17 00:00:00.00  
##  Mode  :character   Mode  :character   Median :2007-11-27 12:00:00.00  
##                                        Mean   :2005-11-26 11:19:32.15  
##                                        3rd Qu.:2014-12-23 00:00:00.00  
##                                        Max.   :2022-10-18 00:00:00.00  
##                                        NA&#39;s   :33                      
##        CA                  TA                  CL           
##  Min.   :0.000e+00   Min.   :0.000e+00   Min.   :0.000e+00  
##  1st Qu.:2.313e+05   1st Qu.:8.518e+05   1st Qu.:2.254e+05  
##  Median :1.832e+06   Median :6.631e+06   Median :1.171e+06  
##  Mean   :1.794e+08   Mean   :8.670e+08   Mean   :1.437e+08  
##  3rd Qu.:2.601e+07   3rd Qu.:1.015e+08   3rd Qu.:1.964e+07  
##  Max.   :3.227e+10   Max.   :2.055e+11   Max.   :2.578e+10  
##  NA&#39;s   :61                              NA&#39;s   :68         
##        TL                 Equity                PPE           
##  Min.   :-1.930e+07   Min.   :-7.635e+09   Min.   :0.000e+00  
##  1st Qu.: 2.769e+05   1st Qu.: 1.202e+05   1st Qu.:5.070e+05  
##  Median : 1.997e+06   Median : 3.088e+06   Median :9.875e+06  
##  Mean   : 5.572e+08   Mean   : 3.105e+08   Mean   :7.557e+08  
##  3rd Qu.: 5.016e+07   3rd Qu.: 4.233e+07   3rd Qu.:1.374e+08  
##  Max.   : 1.399e+11   Max.   : 6.560e+10   Max.   :1.121e+11  
##  NA&#39;s   :10           NA&#39;s   :4            NA&#39;s   :6022       
##  Restatement          Aud_Comm           Auditor            Comm_indep    
##  Length:8823        Length:8823        Length:8823        Min.   :  0.00  
##  Class :character   Class :character   Class :character   1st Qu.: 81.67  
##  Mode  :character   Mode  :character   Mode  :character   Median :100.00  
##                                                           Mean   : 86.68  
##                                                           3rd Qu.:100.00  
##                                                           Max.   :100.00  
##                                                           NA&#39;s   :7608    
##     Aud_time            MV            Auditor_ESG            Estim       
##  Min.   : 1.000   Min.   :4.135e+03   Length:8823        Min.   : 1.000  
##  1st Qu.: 4.000   1st Qu.:2.634e+06   Class :character   1st Qu.: 1.000  
##  Median : 7.000   Median :1.172e+07   Mode  :character   Median : 4.000  
##  Mean   : 8.993   Mean   :6.395e+08                      Mean   : 4.799  
##  3rd Qu.:13.000   3rd Qu.:8.518e+07                      3rd Qu.: 7.000  
##  Max.   :28.000   Max.   :9.049e+10                      Max.   :23.000  
##  NA&#39;s   :7524     NA&#39;s   :969                            NA&#39;s   :7015    
##   EPS_forecast      Forecast_date                       Revenue          
##  Min.   :-275.913   Min.   :2018-01-02 00:00:00.00   Min.   :-3.224e+07  
##  1st Qu.:  -0.053   1st Qu.:2018-10-01 06:00:00.00   1st Qu.: 0.000e+00  
##  Median :   0.075   Median :2019-03-31 00:00:00.00   Median : 1.374e+04  
##  Mean   :   0.065   Mean   :2019-05-24 23:52:20.71   Mean   : 4.230e+08  
##  3rd Qu.:   0.511   3rd Qu.:2020-02-07 00:00:00.00   3rd Qu.: 3.654e+07  
##  Max.   :  31.613   Max.   :2020-12-31 00:00:00.00   Max.   : 6.971e+10  
##  NA&#39;s   :7015       NA&#39;s   :5625                     NA&#39;s   :14          
##       EBIT              Net_Income              EPS           
##  Min.   :-3.922e+09   Min.   :-3.617e+09   Min.   :-8675.721  
##  1st Qu.:-2.840e+06   1st Qu.:-2.934e+06   1st Qu.:   -0.071  
##  Median :-5.365e+05   Median :-5.431e+05   Median :   -0.014  
##  Mean   : 2.448e+07   Mean   : 1.834e+07   Mean   :   -2.880  
##  3rd Qu.: 0.000e+00   3rd Qu.:-1.337e+03   3rd Qu.:    0.000  
##  Max.   : 1.049e+10   Max.   : 8.909e+09   Max.   :  424.896  
##  NA&#39;s   :23           NA&#39;s   :24           NA&#39;s   :27         
##    Oper_expen              OCF                  ICF            
##  Min.   :-7.640e+08   Min.   :-2.310e+09   Min.   :-1.600e+10  
##  1st Qu.: 4.937e+05   1st Qu.:-1.016e+06   1st Qu.:-6.375e+06  
##  Median : 2.910e+06   Median :-1.648e+05   Median :-3.147e+05  
##  Mean   : 3.816e+08   Mean   : 6.986e+07   Mean   :-5.446e+07  
##  3rd Qu.: 3.948e+07   3rd Qu.: 1.716e+06   3rd Qu.:-5.269e+03  
##  Max.   : 5.568e+10   Max.   : 2.335e+10   Max.   : 1.284e+10  
##  NA&#39;s   :29           NA&#39;s   :24           NA&#39;s   :878         
##       FCF              Share_quant             Cash          
##  Min.   :-2.804e+10   Min.   :4.000e+03   Min.   :0.000e+00  
##  1st Qu.: 0.000e+00   1st Qu.:1.767e+07   1st Qu.:0.000e+00  
##  Median : 3.869e+05   Median :4.944e+07   Median :3.395e+04  
##  Mean   :-1.613e+07   Mean   :1.543e+08   Mean   :1.120e+07  
##  3rd Qu.: 2.832e+06   3rd Qu.:1.152e+08   3rd Qu.:8.273e+05  
##  Max.   : 1.421e+10   Max.   :1.587e+10   Max.   :2.443e+09  
##  NA&#39;s   :306          NA&#39;s   :143                            
##      Price                ROA                Deprec         
##  Min.   :   0.0017   Min.   :     -Inf   Min.   :0.000e+00  
##  1st Qu.:   0.0767   1st Qu.:   -83.81   1st Qu.:0.000e+00  
##  Median :   0.2621   Median :   -18.33   Median :1.634e+03  
##  Mean   :   3.9912   Mean   :     -Inf   Mean   :2.070e+07  
##  3rd Qu.:   1.5630   3rd Qu.:    -0.18   3rd Qu.:2.374e+05  
##  Max.   :2046.0101   Max.   :253889.19   Max.   :4.699e+09  
##  NA&#39;s   :1026        NA&#39;s   :33                             
##  Net_short_term_debt    Exchange              SIZE           LEVER        
##  Min.   :-1.448e+09   Length:8823        Min.   : -Inf   Min.   :   -Inf  
##  1st Qu.: 0.000e+00   Class :character   1st Qu.:13.66   1st Qu.:-8.1719  
##  Median : 0.000e+00   Mode  :character   Median :15.71   Median : 0.1594  
##  Mean   :-2.755e+05                      Mean   : -Inf   Mean   :    NaN  
##  3rd Qu.: 0.000e+00                      3rd Qu.:18.44   3rd Qu.:    Inf  
##  Max.   : 1.138e+09                      Max.   :26.05   Max.   :    Inf  
##                                                          NA&#39;s   :28       
##       BTM                 CFO               AUD                  AU        
##  Min.   :-5378.397   Min.   :    -Inf   Length:8823        Min.   :0.0000  
##  1st Qu.:    0.323   1st Qu.:-0.43160   Class :character   1st Qu.:0.0000  
##  Median :    1.286   Median :-0.07747   Mode  :character   Median :0.0000  
##  Mean   :      Inf   Mean   :    -Inf                      Mean   :0.4067  
##  3rd Qu.:    3.598   3rd Qu.: 0.03525                      3rd Qu.:1.0000  
##  Max.   :      Inf   Max.   :39.15024                      Max.   :1.0000  
##  NA&#39;s   :969         NA&#39;s   :45                            NA&#39;s   :835     
##        AC            COV             LCS                 POST       
##  Min.   :0.00   Min.   :0.0000   Length:8823        Min.   :0.0000  
##  1st Qu.:1.00   1st Qu.:0.0000   Class :character   1st Qu.:0.0000  
##  Median :1.00   Median :0.0000   Mode  :character   Median :1.0000  
##  Mean   :0.93   Mean   :0.3451                      Mean   :0.7083  
##  3rd Qu.:1.00   3rd Qu.:1.0000                      3rd Qu.:1.0000  
##  Max.   :1.00   Max.   :1.0000                      Max.   :1.0000  
##  NA&#39;s   :7523                                                       
##      Emerg             Law               SP               Rest      
##  Min.   :0.0000   Min.   :0.0000   Min.   :0.00000   Min.   :0.000  
##  1st Qu.:0.0000   1st Qu.:1.0000   1st Qu.:0.00000   1st Qu.:0.000  
##  Median :0.0000   Median :1.0000   Median :0.00000   Median :0.000  
##  Mean   :0.1329   Mean   :0.8671   Mean   :0.02014   Mean   :0.001  
##  3rd Qu.:0.0000   3rd Qu.:1.0000   3rd Qu.:0.00000   3rd Qu.:0.000  
##  Max.   :1.0000   Max.   :1.0000   Max.   :1.00000   Max.   :1.000  
##                                    NA&#39;s   :33        NA&#39;s   :7523   
##     Accuracy            ACCY            SIZE_w1          LEVER_w1      
##  Min.   :-14.109   Min.   :  0.000   Min.   : 9.611   Min.   :   -Inf  
##  1st Qu.: -0.015   1st Qu.:  0.009   1st Qu.:13.655   1st Qu.:-8.1719  
##  Median :  0.005   Median :  0.034   Median :15.707   Median : 0.1594  
##  Mean   :  0.486   Mean   :  0.620   Mean   :16.037   Mean   :    NaN  
##  3rd Qu.:  0.058   3rd Qu.:  0.112   3rd Qu.:18.436   3rd Qu.:    Inf  
##  Max.   :233.273   Max.   :233.273   Max.   :24.275   Max.   :    Inf  
##  NA&#39;s   :7031      NA&#39;s   :7031                       NA&#39;s   :28       
##      ROA_w1              BTM_w1            CFO_w1            ACCY_w1     
##  Min.   :-974.6836   Min.   :-27.212   Min.   :-5.66496   Min.   :0.000  
##  1st Qu.: -83.8146   1st Qu.:  0.323   1st Qu.:-0.43160   1st Qu.:0.009  
##  Median : -18.3269   Median :  1.286   Median :-0.07747   Median :0.034  
##  Mean   : -89.0491   Mean   :  2.678   Mean   :-0.54411   Mean   :0.202  
##  3rd Qu.:  -0.1758   3rd Qu.:  3.598   3rd Qu.: 0.03525   3rd Qu.:0.112  
##  Max.   :  36.7919   Max.   : 49.037   Max.   : 0.36242   Max.   :3.113  
##  NA&#39;s   :33          NA&#39;s   :969       NA&#39;s   :45         NA&#39;s   :7031   
##      DA_w1          DA.abs_w1    
##  Min.   :-3.779   Min.   :0.002  
##  1st Qu.:-0.396   1st Qu.:0.107  
##  Median :-0.060   Median :0.298  
##  Mean   :-0.067   Mean   :0.896  
##  3rd Qu.: 0.193   3rd Qu.:0.788  
##  Max.   : 4.473   Max.   :8.594  
##  NA&#39;s   :4995     NA&#39;s   :4995</code></pre>
<pre class="r"><code>summary(Base_GECAT$SIZE_w1)</code></pre>
<pre><code>##    Min. 1st Qu.  Median    Mean 3rd Qu.    Max. 
##   9.611  13.655  15.707  16.037  18.436  24.275</code></pre>
<div id="por-grupos" class="section level3">
<h3>Por grupos</h3>
<p>Comparando as variáveis transformadas de tamanho da empresa entre
países desenvolvidos e emergentes (usando across)</p>
<pre class="r"><code>EstatisticaDescritivaSIZE &lt;- Base_GECAT %&gt;%
  group_by(Emerg) %&gt;%
  dplyr::summarise(across(starts_with(&quot;SIZE_w1&quot;), list(mean = mean, sd = sd), na.rm = TRUE)) %&gt;%
  ungroup()

EstatisticaDescritivaSIZE</code></pre>
<pre><code>## # A tibble: 2 × 3
##   Emerg SIZE_w1_mean SIZE_w1_sd
##   &lt;dbl&gt;        &lt;dbl&gt;      &lt;dbl&gt;
## 1     0         15.5       3.18
## 2     1         19.6       2.22</code></pre>
</div>
<div id="tbl_summary" class="section level2">
<h2>tbl_summary</h2>
<p><a href="https://www.danieldsjoberg.com/gtsummary/reference/tbl_summary.html" class="uri">https://www.danieldsjoberg.com/gtsummary/reference/tbl_summary.html</a></p>
<ul>
<li><p>For <strong>categorical variables</strong> the following
statistics are available to display.</p>
<ul>
<li><p>{n} frequency</p></li>
<li><p>{N} denominator, or cohort size</p></li>
<li><p>{p} formatted percentage</p></li>
</ul></li>
<li><p>For <strong>continuous variables</strong> the following
statistics are available to display.</p>
<ul>
<li><p>{median} median</p></li>
<li><p>{mean} mean</p></li>
<li><p>{sd} standard deviation</p></li>
<li><p>{var} variance</p></li>
<li><p>{min} minimum</p></li>
<li><p>{max} maximum</p></li>
<li><p>{sum} sum</p></li>
<li><p>{p##} any integer percentile, where ## is an integer from 0 to
100</p></li>
<li><p>{foo} any function of the form foo(x) is accepted where x is a
numeric vector</p></li>
</ul></li>
</ul>
<pre class="r"><code>#pacotes necessários para esse comando: tidyverse, gtsummary, flextable

Base_GECAT %&gt;%
  dplyr::select(Emerg, SIZE_w1, BTM_w1, COV, Country, LCS, AUD) %&gt;%
  gtsummary::tbl_summary(statistic = list(all_continuous() ~ &quot;{median}, {mean} ({sd}) {p25}, {p75}&quot;,
                                          all_categorical() ~ &quot;{n} ({p}%)&quot;
                                          ),
                         digits = all_continuous() ~ 2,
                         missing = &quot;no&quot;, #&quot;ifany&quot; = mostra missing se tiver missing, &quot;always&quot; = quant. de missing na variável
                         missing_text = &quot;Missing&quot;,
                         ) %&gt;%
  add_n() %&gt;% # Adicionando coluna de não missing
  modify_header(label ~ &quot;**Variáveis**&quot;) %&gt;%
  modify_caption(&quot;Tabela X. Estatística Descritiva&quot;) %&gt;%
  italicize_levels() %&gt;%
  as_flex_table() </code></pre>
<div class="tabwid"><style>.cl-7acfa766{}.cl-7ab5019a{font-family:'Arial';font-size:11pt;font-weight:bold;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7ab501a4{font-family:'Arial';font-size:6.6pt;font-weight:normal;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;position: relative;bottom:3.3pt;}.cl-7ab501ae{font-family:'Arial';font-size:11pt;font-weight:normal;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7ab501b8{font-family:'Arial';font-size:11pt;font-weight:normal;font-style:italic;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7ac74f80{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:2pt;padding-top:2pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ac74f94{margin:0;text-align:center;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:2pt;padding-top:2pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ac74f9e{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ac74f9f{margin:0;text-align:center;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ac74fa8{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:15pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ac74fa9{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ac780c2{width:1.235in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac780cc{width:0.668in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac780d6{width:2.468in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac780d7{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac780e0{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac780e1{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac780ea{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac780f4{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac780fe{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac780ff{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac78108{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac78109{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac78112{width:1.235in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac78113{width:0.668in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ac7811c{width:2.468in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}</style><table data-quarto-disable-processing="true" class="cl-7acfa766"><caption style="display:table-caption;margin:0pt;text-align:center;border-bottom: 0.00pt solid transparent;border-top: 0.00pt solid transparent;border-left: 0.00pt solid transparent;border-right: 0.00pt solid transparent;padding-top:3pt;padding-bottom:3pt;padding-left:3pt;padding-right:3pt;line-height: 1;background-color:transparent;"><span>Tabela X. Estatística Descritiva</span></caption><thead><tr style="overflow-wrap:break-word;"><th class="cl-7ac780c2"><p class="cl-7ac74f80"><span class="cl-7ab5019a">Variáveis</span></p></th><th class="cl-7ac780cc"><p class="cl-7ac74f94"><span class="cl-7ab5019a">N</span></p></th><th class="cl-7ac780d6"><p class="cl-7ac74f94"><span class="cl-7ab5019a">N = 8,823</span><span class="cl-7ab501a4">1</span></p></th></tr></thead><tbody><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74f9e"><span class="cl-7ab501ae">Emerg</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">8,823</span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">1,173 (13%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74f9e"><span class="cl-7ab501ae">SIZE_w1</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">8,823</span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">15.71, 16.04 (3.38) 13.66, 18.44</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74f9e"><span class="cl-7ab501ae">BTM_w1</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">7,854</span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">1.29, 2.68 (10.87) 0.32, 3.60</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74f9e"><span class="cl-7ab501ae">COV</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">8,823</span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">3,045 (35%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74f9e"><span class="cl-7ab501ae">Country</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">8,823</span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">Argentina</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">214 (2.4%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">Brazil</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">959 (11%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">Canada</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">7,650 (87%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780ea"><p class="cl-7ac74f9e"><span class="cl-7ab501ae">LCS</span></p></td><td class="cl-7ac780f4"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">7,049</span></p></td><td class="cl-7ac780fe"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">Birth</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">3,446 (49%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">Decline</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">814 (12%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">Growth</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">980 (14%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">Mature</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">1,363 (19%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">Turbulence</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">446 (6.3%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780ea"><p class="cl-7ac74f9e"><span class="cl-7ab501ae">AUD</span></p></td><td class="cl-7ac780f4"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">8,823</span></p></td><td class="cl-7ac780fe"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">DTT</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">446 (5.1%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">EY</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">834 (9.5%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">KPMG</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">901 (10%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">NAUD</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">835 (9.5%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780d7"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">NBIG4</span></p></td><td class="cl-7ac780e0"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac780e1"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">4,739 (54%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ac780ff"><p class="cl-7ac74fa8"><span class="cl-7ab501b8">PWC</span></p></td><td class="cl-7ac78108"><p class="cl-7ac74f9f"><span class="cl-7ab501ae"></span></p></td><td class="cl-7ac78109"><p class="cl-7ac74f9f"><span class="cl-7ab501ae">1,068 (12%)</span></p></td></tr></tbody><tfoot><tr style="overflow-wrap:break-word;"><td colspan="3" class="cl-7ac78112"><p class="cl-7ac74fa9"><span class="cl-7ab501a4">1</span><span class="cl-7ab501ae">n (%); Median, Mean (SD) IQR</span></p></td></tr></tfoot></table></div>
<div id="em-uma-janela-temporal" class="section level3">
<h3>Em uma janela temporal</h3>
<pre class="r"><code>Base_GECAT %&gt;%
  dplyr::select(Year, Emerg, SIZE_w1, BTM_w1, COV, Country, LCS, AUD) %&gt;%
  dplyr::filter(Year &gt; 2018 &amp; Year&lt; 2022) %&gt;%
  gtsummary::tbl_summary(statistic = list(all_continuous() ~ &quot;{median}, {mean} ({sd}) {p25}, {p75}&quot;,
                                          all_categorical() ~ &quot;{n} ({p}%)&quot;
                                          ),
                         digits = all_continuous() ~ 2,
                         missing = &quot;no&quot;, #ifany = mostra missing se tiver missing, always = quant. de missing na variável
                         missing_text = &quot;Missing&quot;,
                         ) %&gt;%
  add_n() %&gt;% # Adicionando coluna de não missing
  modify_header(label ~ &quot;**Variáveis**&quot;) %&gt;%
  modify_caption(&quot;Tabela X. Estatística Descritiva&quot;) %&gt;%
  italicize_levels() %&gt;%
  as_flex_table() </code></pre>
<div class="tabwid"><style>.cl-7beedaa4{}.cl-7be29438{font-family:'Arial';font-size:11pt;font-weight:bold;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7be2944c{font-family:'Arial';font-size:6.6pt;font-weight:normal;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;position: relative;bottom:3.3pt;}.cl-7be2944d{font-family:'Arial';font-size:11pt;font-weight:normal;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7be29456{font-family:'Arial';font-size:11pt;font-weight:normal;font-style:italic;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7be77fca{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:2pt;padding-top:2pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7be77fde{margin:0;text-align:center;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:2pt;padding-top:2pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7be77fe8{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7be77fe9{margin:0;text-align:center;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7be77fea{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:15pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7be77ff2{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7be79f96{width:1.235in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fa0{width:0.668in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fa1{width:2.468in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79faa{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fab{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fb4{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fb5{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fb6{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fbe{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fbf{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fc0{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fc8{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fc9{width:1.235in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fd2{width:0.668in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7be79fdc{width:2.468in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}</style><table data-quarto-disable-processing="true" class="cl-7beedaa4"><caption style="display:table-caption;margin:0pt;text-align:center;border-bottom: 0.00pt solid transparent;border-top: 0.00pt solid transparent;border-left: 0.00pt solid transparent;border-right: 0.00pt solid transparent;padding-top:3pt;padding-bottom:3pt;padding-left:3pt;padding-right:3pt;line-height: 1;background-color:transparent;"><span>Tabela X. Estatística Descritiva</span></caption><thead><tr style="overflow-wrap:break-word;"><th class="cl-7be79f96"><p class="cl-7be77fca"><span class="cl-7be29438">Variáveis</span></p></th><th class="cl-7be79fa0"><p class="cl-7be77fde"><span class="cl-7be29438">N</span></p></th><th class="cl-7be79fa1"><p class="cl-7be77fde"><span class="cl-7be29438">N = 6,003</span><span class="cl-7be2944c">1</span></p></th></tr></thead><tbody><tr style="overflow-wrap:break-word;"><td class="cl-7be79faa"><p class="cl-7be77fe8"><span class="cl-7be2944d">Year</span></p></td><td class="cl-7be79fab"><p class="cl-7be77fe9"><span class="cl-7be2944d">6,003</span></p></td><td class="cl-7be79fb4"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">2019</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">2,958 (49%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">2020</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">3,045 (51%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fe8"><span class="cl-7be2944d">Emerg</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d">6,003</span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">783 (13%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fe8"><span class="cl-7be2944d">SIZE_w1</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d">6,003</span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">15.75, 16.05 (3.38) 13.69, 18.45</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fe8"><span class="cl-7be2944d">BTM_w1</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d">5,339</span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">1.39, 2.91 (11.24) 0.31, 3.97</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fe8"><span class="cl-7be2944d">COV</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d">6,003</span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">3,045 (51%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fe8"><span class="cl-7be2944d">Country</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d">6,003</span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">Argentina</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">140 (2.3%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">Brazil</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">643 (11%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">Canada</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">5,220 (87%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79faa"><p class="cl-7be77fe8"><span class="cl-7be2944d">LCS</span></p></td><td class="cl-7be79fab"><p class="cl-7be77fe9"><span class="cl-7be2944d">4,791</span></p></td><td class="cl-7be79fb4"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">Birth</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">2,260 (47%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">Decline</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">601 (13%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">Growth</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">672 (14%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">Mature</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">942 (20%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">Turbulence</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">316 (6.6%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79faa"><p class="cl-7be77fe8"><span class="cl-7be2944d">AUD</span></p></td><td class="cl-7be79fab"><p class="cl-7be77fe9"><span class="cl-7be2944d">6,003</span></p></td><td class="cl-7be79fb4"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">DTT</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">288 (4.8%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">EY</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">545 (9.1%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">KPMG</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">611 (10%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">NAUD</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">705 (12%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fb5"><p class="cl-7be77fea"><span class="cl-7be29456">NBIG4</span></p></td><td class="cl-7be79fb6"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fbe"><p class="cl-7be77fe9"><span class="cl-7be2944d">3,130 (52%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7be79fbf"><p class="cl-7be77fea"><span class="cl-7be29456">PWC</span></p></td><td class="cl-7be79fc0"><p class="cl-7be77fe9"><span class="cl-7be2944d"></span></p></td><td class="cl-7be79fc8"><p class="cl-7be77fe9"><span class="cl-7be2944d">724 (12%)</span></p></td></tr></tbody><tfoot><tr style="overflow-wrap:break-word;"><td colspan="3" class="cl-7be79fc9"><p class="cl-7be77ff2"><span class="cl-7be2944c">1</span><span class="cl-7be2944d">n (%); Median, Mean (SD) IQR</span></p></td></tr></tfoot></table></div>
<p>Renomeando as variáveis no output</p>
<pre class="r"><code>Base_GECAT %&gt;%
  dplyr::select(Emerg, SIZE_w1, BTM_w1, COV, Country, LCS, AUD) %&gt;%
  gtsummary::tbl_summary(statistic = list(all_continuous() ~ &quot;{median}, {mean} ({sd}) {p25}, {p75}&quot;,
                                          all_categorical() ~ &quot;{n} ({p}%)&quot;
                                          ),
                         digits = all_continuous() ~ 2,
                         missing = &quot;no&quot;, #ifany = mostra missing se tiver missing, always = quant. de missing na variável
                         missing_text = &quot;Missing&quot;,
                         label = list(Emerg ~ &quot;Emergentes&quot;, 
                                      SIZE_w1 ~ &quot;Tamanho&quot;,
                                      BTM_w1 ~ &quot;BTM&quot;,
                                      COV ~ &quot;Covid&quot;,
                                      Country ~&quot;País&quot;,
                                      LCS ~ &quot;Ciclo de Vida&quot;, 
                                      AUD ~ &quot;Auditor&quot;)
                         ) %&gt;%
  add_n() %&gt;% # Adicionando coluna de não missing
  modify_header(label ~ &quot;**Variáveis**&quot;) %&gt;%
  modify_caption(&quot;Tabela X. Estatística Descritiva&quot;) %&gt;%
  italicize_levels() %&gt;%
  as_flex_table() </code></pre>
<div class="tabwid"><style>.cl-7cfd493a{}.cl-7cf01134{font-family:'Arial';font-size:11pt;font-weight:bold;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7cf0113e{font-family:'Arial';font-size:6.6pt;font-weight:normal;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;position: relative;bottom:3.3pt;}.cl-7cf01148{font-family:'Arial';font-size:11pt;font-weight:normal;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7cf01152{font-family:'Arial';font-size:11pt;font-weight:normal;font-style:italic;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7cf4dcaa{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:2pt;padding-top:2pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7cf4dcbe{margin:0;text-align:center;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:2pt;padding-top:2pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7cf4dcbf{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7cf4dcc8{margin:0;text-align:center;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7cf4dcc9{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:15pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7cf4dcd2{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7cf4fd16{width:1.235in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd20{width:0.668in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd21{width:2.468in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd2a{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd34{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd3e{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd48{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd49{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd4a{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd52{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd53{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd5c{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd5d{width:1.235in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd66{width:0.668in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7cf4fd70{width:2.468in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}</style><table data-quarto-disable-processing="true" class="cl-7cfd493a"><caption style="display:table-caption;margin:0pt;text-align:center;border-bottom: 0.00pt solid transparent;border-top: 0.00pt solid transparent;border-left: 0.00pt solid transparent;border-right: 0.00pt solid transparent;padding-top:3pt;padding-bottom:3pt;padding-left:3pt;padding-right:3pt;line-height: 1;background-color:transparent;"><span>Tabela X. Estatística Descritiva</span></caption><thead><tr style="overflow-wrap:break-word;"><th class="cl-7cf4fd16"><p class="cl-7cf4dcaa"><span class="cl-7cf01134">Variáveis</span></p></th><th class="cl-7cf4fd20"><p class="cl-7cf4dcbe"><span class="cl-7cf01134">N</span></p></th><th class="cl-7cf4fd21"><p class="cl-7cf4dcbe"><span class="cl-7cf01134">N = 8,823</span><span class="cl-7cf0113e">1</span></p></th></tr></thead><tbody><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcbf"><span class="cl-7cf01148">Emergentes</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">8,823</span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">1,173 (13%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcbf"><span class="cl-7cf01148">Tamanho</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">8,823</span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">15.71, 16.04 (3.38) 13.66, 18.44</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcbf"><span class="cl-7cf01148">BTM</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">7,854</span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">1.29, 2.68 (10.87) 0.32, 3.60</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcbf"><span class="cl-7cf01148">Covid</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">8,823</span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">3,045 (35%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd48"><p class="cl-7cf4dcbf"><span class="cl-7cf01148">País</span></p></td><td class="cl-7cf4fd49"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">8,823</span></p></td><td class="cl-7cf4fd4a"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">Argentina</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">214 (2.4%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">Brazil</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">959 (11%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">Canada</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">7,650 (87%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd48"><p class="cl-7cf4dcbf"><span class="cl-7cf01148">Ciclo de Vida</span></p></td><td class="cl-7cf4fd49"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">7,049</span></p></td><td class="cl-7cf4fd4a"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">Birth</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">3,446 (49%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">Decline</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">814 (12%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">Growth</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">980 (14%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">Mature</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">1,363 (19%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">Turbulence</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">446 (6.3%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd48"><p class="cl-7cf4dcbf"><span class="cl-7cf01148">Auditor</span></p></td><td class="cl-7cf4fd49"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">8,823</span></p></td><td class="cl-7cf4fd4a"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">DTT</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">446 (5.1%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">EY</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">834 (9.5%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">KPMG</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">901 (10%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">NAUD</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">835 (9.5%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd2a"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">NBIG4</span></p></td><td class="cl-7cf4fd34"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd3e"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">4,739 (54%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7cf4fd52"><p class="cl-7cf4dcc9"><span class="cl-7cf01152">PWC</span></p></td><td class="cl-7cf4fd53"><p class="cl-7cf4dcc8"><span class="cl-7cf01148"></span></p></td><td class="cl-7cf4fd5c"><p class="cl-7cf4dcc8"><span class="cl-7cf01148">1,068 (12%)</span></p></td></tr></tbody><tfoot><tr style="overflow-wrap:break-word;"><td colspan="3" class="cl-7cf4fd5d"><p class="cl-7cf4dcd2"><span class="cl-7cf0113e">1</span><span class="cl-7cf01148">n (%); Median, Mean (SD) IQR</span></p></td></tr></tfoot></table></div>
</div>
<div id="por-grupo-de-tratamentoemergentes-e-controledesenvolvidos---2-grupos" class="section level3">
<h3>Por grupo de tratamento(Emergentes) e controle(Desenvolvidos) - 2
grupos</h3>
<p>Gerando tabela</p>
<pre class="r"><code>Base_GECAT %&gt;%
  dplyr::select(Emerg, SIZE_w1, BTM_w1, COV, Country, LCS, AUD) %&gt;%
  dplyr::mutate(Emerg = factor(Emerg, labels = c(0, 1))) %&gt;%
  gtsummary::tbl_summary(by = Emerg,
                         statistic = list(all_continuous() ~ &quot;{median}, {mean} ({sd}) {p25}, {p75}&quot;,
                                          all_categorical() ~ &quot;{n} ({p}%)&quot;),
                         digits = all_continuous() ~ 2,
                         missing = &quot;no&quot;, #ifany = mostra missing se tiver missing, always = quant. de missing na variável
                         missing_text = &quot;Missing&quot;,
                         label = list(Emerg ~ &quot;Emergentes&quot;, 
                                      SIZE_w1 ~ &quot;Tamanho&quot;,
                                      BTM_w1 ~ &quot;BTM&quot;,
                                      COV ~ &quot;Covid&quot;,
                                      Country ~&quot;País&quot;,
                                      LCS ~ &quot;Ciclo de Vida&quot;, 
                                      AUD ~ &quot;Auditor&quot;)
                                      ) %&gt;%
  add_n() %&gt;% # Adicionando coluna de não missing
  add_p(list(all_continuous() ~ &quot;t.test&quot;,
             all_categorical() ~ &quot;kruskal.test&quot;)) %&gt;%
  modify_header(label ~ &quot;**Variáveis**&quot;) %&gt;%
  modify_caption(&quot;Tabela X. Estatística Descritiva&quot;) %&gt;%
  italicize_levels() %&gt;%
  bold_p() %&gt;%
  as_flex_table() </code></pre>
<div class="tabwid"><style>.cl-7ea98f46{}.cl-7e9cc4d2{font-family:'Arial';font-size:11pt;font-weight:bold;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7e9cc4e6{font-family:'Arial';font-size:11pt;font-weight:normal;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7e9cc4f0{font-family:'Arial';font-size:6.6pt;font-weight:normal;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;position: relative;bottom:3.3pt;}.cl-7e9cc4fa{font-family:'Arial';font-size:11pt;font-weight:normal;font-style:italic;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-7ea1bdf2{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:2pt;padding-top:2pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ea1be06{margin:0;text-align:center;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:2pt;padding-top:2pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ea1be07{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ea1be10{margin:0;text-align:center;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ea1be11{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:15pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ea1be1a{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-7ea1e048{width:1.235in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e052{width:0.668in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e053{width:2.468in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e05c{width:0.82in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e066{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e067{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e070{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e071{width:0.82in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e07a{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e084{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e085{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e086{width:0.82in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e08e{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e08f{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e098{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e0a2{width:0.82in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e0a3{width:1.235in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e0a4{width:0.668in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e0ac{width:2.468in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-7ea1e0ad{width:0.82in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}</style><table data-quarto-disable-processing="true" class="cl-7ea98f46"><caption style="display:table-caption;margin:0pt;text-align:center;border-bottom: 0.00pt solid transparent;border-top: 0.00pt solid transparent;border-left: 0.00pt solid transparent;border-right: 0.00pt solid transparent;padding-top:3pt;padding-bottom:3pt;padding-left:3pt;padding-right:3pt;line-height: 1;background-color:transparent;"><span>Tabela X. Estatística Descritiva</span></caption><thead><tr style="overflow-wrap:break-word;"><th class="cl-7ea1e048"><p class="cl-7ea1bdf2"><span class="cl-7e9cc4d2">Variáveis</span></p></th><th class="cl-7ea1e052"><p class="cl-7ea1be06"><span class="cl-7e9cc4d2">N</span></p></th><th class="cl-7ea1e053"><p class="cl-7ea1be06"><span class="cl-7e9cc4d2">0</span><span class="cl-7e9cc4e6">, N = 7,650</span><span class="cl-7e9cc4f0">1</span></p></th><th class="cl-7ea1e053"><p class="cl-7ea1be06"><span class="cl-7e9cc4d2">1</span><span class="cl-7e9cc4e6">, N = 1,173</span><span class="cl-7e9cc4f0">1</span></p></th><th class="cl-7ea1e05c"><p class="cl-7ea1be06"><span class="cl-7e9cc4d2">p-value</span><span class="cl-7e9cc4f0">2</span></p></th></tr></thead><tbody><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be07"><span class="cl-7e9cc4e6">Tamanho</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">8,823</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">15.20, 15.49 (3.18) 13.32, 17.41</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">19.81, 19.64 (2.22) 18.24, 21.12</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4d2">&lt;0.001</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be07"><span class="cl-7e9cc4e6">BTM</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">7,854</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">1.29, 2.73 (11.40) 0.28, 3.80</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">1.26, 2.31 (5.36) 0.48, 2.60</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">0.066</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be07"><span class="cl-7e9cc4e6">Covid</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">8,823</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">2,653 (35%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">392 (33%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">0.4</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e07a"><p class="cl-7ea1be07"><span class="cl-7e9cc4e6">País</span></p></td><td class="cl-7ea1e084"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">8,823</span></p></td><td class="cl-7ea1e085"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e085"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e086"><p class="cl-7ea1be10"><span class="cl-7e9cc4d2">&lt;0.001</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">Argentina</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">0 (0%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">214 (18%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">Brazil</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">0 (0%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">959 (82%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">Canada</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">7,650 (100%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">0 (0%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e07a"><p class="cl-7ea1be07"><span class="cl-7e9cc4e6">Ciclo de Vida</span></p></td><td class="cl-7ea1e084"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">7,049</span></p></td><td class="cl-7ea1e085"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e085"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e086"><p class="cl-7ea1be10"><span class="cl-7e9cc4d2">&lt;0.001</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">Birth</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">3,317 (56%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">129 (12%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">Decline</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">764 (13%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">50 (4.5%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">Growth</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">667 (11%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">313 (28%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">Mature</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">870 (15%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">493 (44%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">Turbulence</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">319 (5.4%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">127 (11%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e07a"><p class="cl-7ea1be07"><span class="cl-7e9cc4e6">Auditor</span></p></td><td class="cl-7ea1e084"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">8,823</span></p></td><td class="cl-7ea1e085"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e085"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e086"><p class="cl-7ea1be10"><span class="cl-7e9cc4d2">&lt;0.001</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">DTT</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">326 (4.3%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">120 (10%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">EY</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">623 (8.1%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">211 (18%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">KPMG</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">675 (8.8%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">226 (19%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">NAUD</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">801 (10%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">34 (2.9%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e066"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">NBIG4</span></p></td><td class="cl-7ea1e067"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">4,340 (57%)</span></p></td><td class="cl-7ea1e070"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">399 (34%)</span></p></td><td class="cl-7ea1e071"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-7ea1e08e"><p class="cl-7ea1be11"><span class="cl-7e9cc4fa">PWC</span></p></td><td class="cl-7ea1e08f"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td><td class="cl-7ea1e098"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">885 (12%)</span></p></td><td class="cl-7ea1e098"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6">183 (16%)</span></p></td><td class="cl-7ea1e0a2"><p class="cl-7ea1be10"><span class="cl-7e9cc4e6"></span></p></td></tr></tbody><tfoot><tr style="overflow-wrap:break-word;"><td colspan="5" class="cl-7ea1e0a3"><p class="cl-7ea1be1a"><span class="cl-7e9cc4f0">1</span><span class="cl-7e9cc4e6">Median, Mean (SD) IQR; n (%)</span></p></td></tr><tr style="overflow-wrap:break-word;"><td colspan="5" class="cl-7ea1e0a3"><p class="cl-7ea1be1a"><span class="cl-7e9cc4f0">2</span><span class="cl-7e9cc4e6">Welch Two Sample t-test; Kruskal-Wallis rank sum test</span></p></td></tr></tfoot></table></div>
<p>Exportando em word</p>
<pre class="r"><code>Base_GECAT %&gt;%
  dplyr::select(Emerg, SIZE_w1, BTM_w1, COV, Country, LCS, AUD) %&gt;%
  dplyr::mutate(Emerg = factor(Emerg, labels = c(0, 1))) %&gt;%
  gtsummary::tbl_summary(by = Emerg,
                         statistic = list(all_continuous() ~ &quot;{median}, {mean} ({sd}) {p25}, {p75}&quot;,
                                          all_categorical() ~ &quot;{n} ({p}%)&quot;),
                         digits = all_continuous() ~ 2,
                         missing = &quot;no&quot;, #ifany = mostra missing se tiver missing, always = quant. de missing na variável
                         missing_text = &quot;Missing&quot;,
                         label = list(Emerg ~ &quot;Emergentes&quot;, 
                                      SIZE_w1 ~ &quot;Tamanho&quot;,
                                      BTM_w1 ~ &quot;BTM&quot;,
                                      COV ~ &quot;Covid&quot;,
                                      Country ~&quot;País&quot;,
                                      LCS ~ &quot;Ciclo de Vida&quot;, 
                                      AUD ~ &quot;Auditor&quot;)
                                      ) %&gt;%
  add_n() %&gt;% # Adicionando coluna de não missing
  add_p(list(all_continuous() ~ &quot;t.test&quot;,
             all_categorical() ~ &quot;kruskal.test&quot;)) %&gt;%
  modify_header(label ~ &quot;**Variáveis**&quot;) %&gt;%
  modify_caption(&quot;Tabela X. Estatística Descritiva&quot;) %&gt;%
  italicize_levels() %&gt;%
  bold_p() %&gt;%
  as_flex_table() %&gt;%
  save_as_docx(&quot;Tab2&quot;, path = &quot;descritiva2grupos.docx&quot;)</code></pre>
</div>
<div id="por-país---3-grupos" class="section level3">
<h3>Por País - 3 grupos</h3>
<pre class="r"><code>Base_GECAT %&gt;%
  dplyr::select(Emerg, SIZE_w1, BTM_w1, COV, Country, LCS, AUD) %&gt;%
  dplyr::mutate(Country = factor(Country, labels = c(&quot;Brazil&quot;, &quot;Argentina&quot;, &quot;Canada&quot;))) %&gt;%
  gtsummary::tbl_summary(by = Country,
                         statistic = list(all_continuous() ~ &quot;{median}, {mean} ({sd}) {p25}, {p75}&quot;,
                                          all_categorical() ~ &quot;{n} ({p}%)&quot;),
                         digits = all_continuous() ~ 2,
                         missing = &quot;no&quot;,
                         missing_text = &quot;Missing&quot;,
                         label = list(Emerg ~ &quot;Emergentes&quot;, 
                                      SIZE_w1 ~ &quot;Tamanho&quot;,
                                      BTM_w1 ~ &quot;BTM&quot;,
                                      COV ~ &quot;Covid&quot;,
                                      Country ~&quot;País&quot;,
                                      LCS ~ &quot;Ciclo de Vida&quot;, 
                                      AUD ~ &quot;Auditor&quot;)
                                      ) %&gt;%
  add_n() %&gt;% # Adicionando coluna de não missing
  add_p(list(all_continuous() ~ &quot;t.test&quot;,
             all_categorical() ~ &quot;kruskal.test&quot;)) %&gt;%
  modify_header(label ~ &quot;**Variáveis**&quot;) %&gt;%
  modify_caption(&quot;Tabela X. Estatística Descritiva&quot;) %&gt;%
  italicize_levels() %&gt;%
  bold_p() %&gt;%
  as_flex_table() </code></pre>
<div class="tabwid"><style>.cl-82973b6c{}.cl-82883edc{font-family:'Arial';font-size:11pt;font-weight:bold;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-82883f22{font-family:'Arial';font-size:11pt;font-weight:normal;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-82883f2c{font-family:'Arial';font-size:6.6pt;font-weight:normal;font-style:normal;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;position: relative;bottom:3.3pt;}.cl-82883f36{font-family:'Arial';font-size:11pt;font-weight:normal;font-style:italic;text-decoration:none;color:rgba(0, 0, 0, 1.00);background-color:transparent;}.cl-828f5f3c{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:2pt;padding-top:2pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-828f5f46{margin:0;text-align:center;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:2pt;padding-top:2pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-828f5f50{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-828f5f5a{margin:0;text-align:center;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-828f5f5b{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:15pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-828f5f64{margin:0;text-align:left;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);padding-bottom:5pt;padding-top:5pt;padding-left:5pt;padding-right:5pt;line-height: 1;background-color:transparent;}.cl-828f8a34{width:1.235in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a3e{width:0.668in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a52{width:2.468in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a53{width:0.82in;background-color:transparent;vertical-align: middle;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 1pt solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a5c{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a66{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a67{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a70{width:0.82in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a71{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a7a{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a7b{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a84{width:0.82in;background-color:transparent;vertical-align: top;border-bottom: 0 solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a85{width:1.235in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a8e{width:0.668in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a8f{width:2.468in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a98{width:0.82in;background-color:transparent;vertical-align: top;border-bottom: 1pt solid rgba(0, 0, 0, 1.00);border-top: 0 solid rgba(0, 0, 0, 1.00);border-left: 0 solid rgba(0, 0, 0, 1.00);border-right: 0 solid rgba(0, 0, 0, 1.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8a99{width:1.235in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8aa2{width:0.668in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8aa3{width:2.468in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}.cl-828f8aac{width:0.82in;background-color:transparent;vertical-align: middle;border-bottom: 0 solid rgba(255, 255, 255, 0.00);border-top: 0 solid rgba(255, 255, 255, 0.00);border-left: 0 solid rgba(255, 255, 255, 0.00);border-right: 0 solid rgba(255, 255, 255, 0.00);margin-bottom:0;margin-top:0;margin-left:0;margin-right:0;}</style><table data-quarto-disable-processing="true" class="cl-82973b6c"><caption style="display:table-caption;margin:0pt;text-align:center;border-bottom: 0.00pt solid transparent;border-top: 0.00pt solid transparent;border-left: 0.00pt solid transparent;border-right: 0.00pt solid transparent;padding-top:3pt;padding-bottom:3pt;padding-left:3pt;padding-right:3pt;line-height: 1;background-color:transparent;"><span>Tabela X. Estatística Descritiva</span></caption><thead><tr style="overflow-wrap:break-word;"><th class="cl-828f8a34"><p class="cl-828f5f3c"><span class="cl-82883edc">Variáveis</span></p></th><th class="cl-828f8a3e"><p class="cl-828f5f46"><span class="cl-82883edc">N</span></p></th><th class="cl-828f8a52"><p class="cl-828f5f46"><span class="cl-82883edc">Brazil</span><span class="cl-82883f22">, N = 214</span><span class="cl-82883f2c">1</span></p></th><th class="cl-828f8a52"><p class="cl-828f5f46"><span class="cl-82883edc">Argentina</span><span class="cl-82883f22">, N = 959</span><span class="cl-82883f2c">1</span></p></th><th class="cl-828f8a52"><p class="cl-828f5f46"><span class="cl-82883edc">Canada</span><span class="cl-82883f22">, N = 7,650</span><span class="cl-82883f2c">1</span></p></th><th class="cl-828f8a53"><p class="cl-828f5f46"><span class="cl-82883edc">p-value</span><span class="cl-82883f2c">2</span></p></th></tr></thead><tbody><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f50"><span class="cl-82883f22">Emergentes</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22">8,823</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">214 (100%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">959 (100%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">0 (0%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883edc">&lt;0.001</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f50"><span class="cl-82883f22">Tamanho</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22">8,823</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">19.50, 18.91 (2.63) 17.42, 20.38</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">19.85, 19.80 (2.08) 18.46, 21.25</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">15.20, 15.49 (3.18) 13.32, 17.41</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f50"><span class="cl-82883f22">BTM</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22">7,854</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">0.62, 0.84 (0.88) 0.33, 1.09</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">1.46, 2.68 (5.92) 0.66, 3.00</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">1.29, 2.73 (11.40) 0.28, 3.80</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f50"><span class="cl-82883f22">Covid</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22">8,823</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">70 (33%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">322 (34%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">2,653 (35%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22">0.7</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a71"><p class="cl-828f5f50"><span class="cl-82883f22">Ciclo de Vida</span></p></td><td class="cl-828f8a7a"><p class="cl-828f5f5a"><span class="cl-82883f22">7,049</span></p></td><td class="cl-828f8a7b"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a7b"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a7b"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a84"><p class="cl-828f5f5a"><span class="cl-82883edc">&lt;0.001</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f5b"><span class="cl-82883f36">Birth</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">18 (9.4%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">111 (12%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">3,317 (56%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f5b"><span class="cl-82883f36">Decline</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">8 (4.2%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">42 (4.6%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">764 (13%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f5b"><span class="cl-82883f36">Growth</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">24 (13%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">289 (31%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">667 (11%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f5b"><span class="cl-82883f36">Mature</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">112 (59%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">381 (41%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">870 (15%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f5b"><span class="cl-82883f36">Turbulence</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">29 (15%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">98 (11%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">319 (5.4%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a71"><p class="cl-828f5f50"><span class="cl-82883f22">Auditor</span></p></td><td class="cl-828f8a7a"><p class="cl-828f5f5a"><span class="cl-82883f22">8,823</span></p></td><td class="cl-828f8a7b"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a7b"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a7b"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a84"><p class="cl-828f5f5a"><span class="cl-82883edc">&lt;0.001</span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f5b"><span class="cl-82883f36">DTT</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">34 (16%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">86 (9.0%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">326 (4.3%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f5b"><span class="cl-82883f36">EY</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">3 (1.4%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">208 (22%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">623 (8.1%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f5b"><span class="cl-82883f36">KPMG</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">5 (2.3%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">221 (23%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">675 (8.8%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f5b"><span class="cl-82883f36">NAUD</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">7 (3.3%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">27 (2.8%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">801 (10%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a5c"><p class="cl-828f5f5b"><span class="cl-82883f36">NBIG4</span></p></td><td class="cl-828f8a66"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">108 (50%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">291 (30%)</span></p></td><td class="cl-828f8a67"><p class="cl-828f5f5a"><span class="cl-82883f22">4,340 (57%)</span></p></td><td class="cl-828f8a70"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr><tr style="overflow-wrap:break-word;"><td class="cl-828f8a85"><p class="cl-828f5f5b"><span class="cl-82883f36">PWC</span></p></td><td class="cl-828f8a8e"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td><td class="cl-828f8a8f"><p class="cl-828f5f5a"><span class="cl-82883f22">57 (27%)</span></p></td><td class="cl-828f8a8f"><p class="cl-828f5f5a"><span class="cl-82883f22">126 (13%)</span></p></td><td class="cl-828f8a8f"><p class="cl-828f5f5a"><span class="cl-82883f22">885 (12%)</span></p></td><td class="cl-828f8a98"><p class="cl-828f5f5a"><span class="cl-82883f22"></span></p></td></tr></tbody><tfoot><tr style="overflow-wrap:break-word;"><td colspan="6" class="cl-828f8a99"><p class="cl-828f5f64"><span class="cl-82883f2c">1</span><span class="cl-82883f22">n (%); Median, Mean (SD) IQR</span></p></td></tr><tr style="overflow-wrap:break-word;"><td colspan="6" class="cl-828f8a99"><p class="cl-828f5f64"><span class="cl-82883f2c">2</span><span class="cl-82883f22">Kruskal-Wallis rank sum test</span></p></td></tr></tfoot></table></div>
<pre class="r"><code>#%&gt;%
 # save_as_docx(&quot;Tab2&quot;, path = &quot;descritiva3grupos.docx&quot;)</code></pre>
</div>
</div>
</div>
<div id="correlação" class="section level1">
<h1>Correlação</h1>
<div id="montar-base-para-correlação-só-com-as-variáveis-que-quero" class="section level2">
<h2>Montar base para correlação só com as variáveis que quero</h2>
<p>Todas as variáveis que estiverem na base serão exportadas no output,
e não pode haver NA em nenhuma delas, por isso o comando “na.omit()” no
código.</p>
<pre class="r"><code>Base_Correlacao &lt;- Base_GECAT %&gt;%
  dplyr::select(&quot;DA_w1&quot;, &quot;DA.abs_w1&quot;, &quot;SP&quot;, &quot;POST&quot;, &quot;Emerg&quot;, 
                &quot;SIZE_w1&quot;, &quot;ROA_w1&quot;, &quot;BTM_w1&quot;,&quot;CFO_w1&quot;, &quot;AU&quot;, &quot;Law&quot;, &quot;COV&quot;) %&gt;%
  na.omit() 

view(Base_Correlacao)</code></pre>
</div>
<div id="forma-simples-entre-duas-variáveis" class="section level2">
<h2>Forma simples entre duas variáveis</h2>
<pre class="r"><code>cor(Base_Correlacao$SIZE_w1, Base_Correlacao$ROA_w1)</code></pre>
<pre><code>## [1] 0.5110977</code></pre>
</div>
<div id="construir-função" class="section level2">
<h2>Construir função</h2>
<p><em>O código a seguir é apenas para construir a função que calculará
a correlação. NÃO pode ser alterado.</em></p>
<pre class="r"><code>corstars &lt;-function(x, method=c(&quot;pearson&quot;, &quot;spearman&quot;), removeTriangle=c(&quot;upper&quot;, &quot;lower&quot;),
                     result=c(&quot;none&quot;, &quot;html&quot;, &quot;latex&quot;)){
    #Compute correlation matrix
    require(Hmisc)
    x &lt;- as.matrix(x)
    correlation_matrix&lt;-rcorr(x, type=method[1])
    R &lt;- correlation_matrix$r # Matrix of correlation coeficients
    p &lt;- correlation_matrix$P # Matrix of p-value 
    
    ## Define notions for significance levels; spacing is important.
    mystars &lt;- ifelse(p &lt; .0001, &quot;****&quot;, ifelse(p &lt; .001, &quot;*** &quot;, ifelse(p &lt; .01, &quot;**  &quot;, ifelse(p &lt; .05, &quot;*   &quot;, &quot;    &quot;))))
    
    ## trunctuate the correlation matrix to two decimal
    R &lt;- format(round(cbind(rep(-1.11, ncol(x)), R), 2))[,-1]
    
    ## build a new matrix that includes the correlations with their apropriate stars
    Rnew &lt;- matrix(paste(R, mystars, sep=&quot;&quot;), ncol=ncol(x))
    diag(Rnew) &lt;- paste(diag(R), &quot; &quot;, sep=&quot;&quot;)
    rownames(Rnew) &lt;- colnames(x)
    colnames(Rnew) &lt;- paste(colnames(x), &quot;&quot;, sep=&quot;&quot;)
    
    ## remove upper triangle of correlation matrix
    if(removeTriangle[1]==&quot;upper&quot;){
      Rnew &lt;- as.matrix(Rnew)
      Rnew[upper.tri(Rnew, diag = TRUE)] &lt;- &quot;&quot;
      Rnew &lt;- as.data.frame(Rnew)
    }
    
    ## remove lower triangle of correlation matrix
    else if(removeTriangle[1]==&quot;lower&quot;){
      Rnew &lt;- as.matrix(Rnew)
      Rnew[lower.tri(Rnew, diag = TRUE)] &lt;- &quot;&quot;
      Rnew &lt;- as.data.frame(Rnew)
    }
    
    ## remove last column and return the correlation matrix
    Rnew &lt;- cbind(Rnew[1:length(Rnew)-1])
    if (result[1]==&quot;none&quot;) return(Rnew)
    else{
      if(result[1]==&quot;html&quot;) print(xtable(Rnew), type=&quot;html&quot;)
      else print(xtable(Rnew), type=&quot;latex&quot;) 
    }
} </code></pre>
</div>
<div id="gerar-tabelas" class="section level2">
<h2>Gerar tabelas</h2>
<p><em>Para análises com <strong>variáveis categóricas</strong> Spearman
é o mais recomendado</em></p>
<pre class="r"><code>#pacotes usados: Hmisc, xtable

Matriz_Correlacao_Pearson &lt;- corstars(Base_Correlacao,
                                      method = c(&quot;pearson&quot;),
                                      removeTriangle = c(&quot;upper&quot;),
                                      result = c(&quot;none&quot;, &quot;html&quot;, &quot;latex&quot;))

Matriz_Correlacao_Spearman &lt;- corstars(Base_Correlacao,
                                       method = c(&quot;spearman&quot;),
                                       removeTriangle = c(&quot;lower&quot;),
                                       result = c(&quot;none&quot;, &quot;html&quot;, &quot;latex&quot;))


library(writexl)
write_xlsx(Matriz_Correlacao_Pearson,&quot;Corr_pearson.xlsx&quot;)
write_xlsx(Matriz_Correlacao_Spearman, &quot;Corr_spearman.xlsx&quot;)</code></pre>
</div>
</div>
<div id="regressão" class="section level1">
<h1>Regressão</h1>
<div id="plm" class="section level2">
<h2>plm</h2>
<div id="estimando-os-modelos" class="section level3">
<h3>Estimando os modelos</h3>
<p><em>Variáveis Categóricas precisam da inclusão do
“factor(VARIÁVEL)”</em></p>
<p><strong>Pooled</strong></p>
<pre class="r"><code>mod_ACCY_Pooled &lt;- plm(formula = ACCY_w1 ~ factor(POST)*factor(Emerg) + SIZE_w1 + ROA_w1 + Estim + factor(LCS),
                   data = Base_GECAT,
                   index = c (&quot;Ticker&quot;,&quot;Year&quot;,&quot;Country&quot;),
                   model = &quot;pooling&quot;)

summary(mod_ACCY_Pooled)</code></pre>
<pre><code>## Pooling Model
## 
## Call:
## plm(formula = ACCY_w1 ~ factor(POST) * factor(Emerg) + SIZE_w1 + 
##     ROA_w1 + Estim + factor(LCS), data = Base_GECAT, model = &quot;pooling&quot;, 
##     index = c(&quot;Ticker&quot;, &quot;Year&quot;, &quot;Country&quot;))
## 
## Unbalanced Panel: n = 782, T = 1-3, N = 1761
## 
## Residuals:
##      Min.   1st Qu.    Median   3rd Qu.      Max. 
## -1.651872 -0.186842 -0.121726 -0.039346  2.987994 
## 
## Coefficients:
##                                 Estimate  Std. Error t-value  Pr(&gt;|t|)    
## (Intercept)                  -0.22435215  0.15564293 -1.4415 0.1496353    
## factor(POST)1                -0.02733564  0.03001930 -0.9106 0.3626305    
## factor(Emerg)1                0.02988691  0.10040708  0.2977 0.7660000    
## SIZE_w1                       0.02640955  0.00863612  3.0580 0.0022617 ** 
## ROA_w1                       -0.00202053  0.00023594 -8.5636 &lt; 2.2e-16 ***
## Estim                        -0.01458403  0.00399580 -3.6498 0.0002701 ***
## factor(LCS)Decline            0.08321375  0.06255855  1.3302 0.1836343    
## factor(LCS)Growth            -0.04544980  0.04048571 -1.1226 0.2617558    
## factor(LCS)Mature            -0.04245796  0.03925276 -1.0817 0.2795547    
## factor(LCS)Turbulence         0.01060673  0.05426190  0.1955 0.8450454    
## factor(POST)1:factor(Emerg)1 -0.10200150  0.10480539 -0.9732 0.3305652    
## ---
## Signif. codes:  0 &#39;***&#39; 0.001 &#39;**&#39; 0.01 &#39;*&#39; 0.05 &#39;.&#39; 0.1 &#39; &#39; 1
## 
## Total Sum of Squares:    497.88
## Residual Sum of Squares: 465.6
## R-Squared:      0.06484
## Adj. R-Squared: 0.059496
## F-statistic: 12.1337 on 10 and 1750 DF, p-value: &lt; 2.22e-16</code></pre>
<p><strong>Efeitos Aleatórios</strong></p>
<pre class="r"><code>mod_ACCY_EA &lt;- plm(formula = ACCY_w1 ~ factor(POST)*factor(Emerg) + SIZE_w1 + ROA_w1 + Estim + factor(LCS),
                   data = Base_GECAT,
                   index = c (&quot;Ticker&quot;,&quot;Year&quot;,&quot;Country&quot;),
                   model = &quot;random&quot;)

summary(mod_ACCY_EA)</code></pre>
<pre><code>## Oneway (individual) effect Random Effect Model 
##    (Swamy-Arora&#39;s transformation)
## 
## Call:
## plm(formula = ACCY_w1 ~ factor(POST) * factor(Emerg) + SIZE_w1 + 
##     ROA_w1 + Estim + factor(LCS), data = Base_GECAT, model = &quot;random&quot;, 
##     index = c(&quot;Ticker&quot;, &quot;Year&quot;, &quot;Country&quot;))
## 
## Unbalanced Panel: n = 782, T = 1-3, N = 1761
## 
## Effects:
##                  var std.dev share
## idiosyncratic 0.1148  0.3388 0.435
## individual    0.1489  0.3859 0.565
## theta:
##    Min. 1st Qu.  Median    Mean 3rd Qu.    Max. 
##  0.3402  0.4725  0.5478  0.5077  0.5478  0.5478 
## 
## Residuals:
##     Min.  1st Qu.   Median     Mean  3rd Qu.     Max. 
## -1.10294 -0.11089 -0.06852 -0.00059 -0.01746  2.31794 
## 
## Coefficients:
##                                 Estimate  Std. Error z-value  Pr(&gt;|z|)    
## (Intercept)                  -0.32840195  0.19115549 -1.7180  0.085800 .  
## factor(POST)1                -0.00010780  0.02148372 -0.0050  0.995997    
## factor(Emerg)1                0.00562884  0.10130106  0.0556  0.955688    
## SIZE_w1                       0.03100942  0.01054282  2.9413  0.003269 ** 
## ROA_w1                       -0.00202210  0.00024142 -8.3760 &lt; 2.2e-16 ***
## Estim                        -0.01186018  0.00461970 -2.5673  0.010249 *  
## factor(LCS)Decline            0.08536494  0.05471658  1.5601  0.118729    
## factor(LCS)Growth            -0.04994653  0.03960155 -1.2612  0.207227    
## factor(LCS)Mature            -0.07868435  0.03914634 -2.0100  0.044431 *  
## factor(LCS)Turbulence         0.00428496  0.04924930  0.0870  0.930667    
## factor(POST)1:factor(Emerg)1 -0.09352494  0.09878931 -0.9467  0.343786    
## ---
## Signif. codes:  0 &#39;***&#39; 0.001 &#39;**&#39; 0.01 &#39;*&#39; 0.05 &#39;.&#39; 0.1 &#39; &#39; 1
## 
## Total Sum of Squares:    225.98
## Residual Sum of Squares: 211.38
## R-Squared:      0.064621
## Adj. R-Squared: 0.059276
## Chisq: 107.982 on 10 DF, p-value: &lt; 2.22e-16</code></pre>
<p><strong>Efeitos Fixos</strong></p>
<p>O modelo “within” controla os efeitos fixos individuais;</p>
<p>O modelo “fd” estima interceptos específicos para cada grupo; e</p>
<p>O modelo “between” estima interceptos médios para cada grupo.</p>
<p>A escolha do modelo depende dos seus objetivos de pesquisa e da
estrutura dos seus dados em painel.</p>
<p>within:</p>
<pre class="r"><code>mod_ACCY_EF_within &lt;- plm(formula = ACCY_w1 ~ factor(POST)*factor(Emerg) + SIZE_w1 + ROA_w1 + Estim + factor(LCS),
                   data = Base_GECAT,
                   index = c (&quot;Ticker&quot;,&quot;Year&quot;,&quot;Country&quot;),
                   model = &quot;within&quot;)

summary(mod_ACCY_EF_within)</code></pre>
<pre><code>## Oneway (individual) effect Within Model
## 
## Call:
## plm(formula = ACCY_w1 ~ factor(POST) * factor(Emerg) + SIZE_w1 + 
##     ROA_w1 + Estim + factor(LCS), data = Base_GECAT, model = &quot;within&quot;, 
##     index = c(&quot;Ticker&quot;, &quot;Year&quot;, &quot;Country&quot;))
## 
## Unbalanced Panel: n = 782, T = 1-3, N = 1761
## 
## Residuals:
##      Min.   1st Qu.    Median   3rd Qu.      Max. 
## -1.977666 -0.033395  0.000000  0.027161  1.961479 
## 
## Coefficients:
##                                 Estimate  Std. Error t-value  Pr(&gt;|t|)    
## factor(POST)1                 0.01490102  0.02245604  0.6636    0.5071    
## SIZE_w1                       0.10019589  0.04243086  2.3614    0.0184 *  
## ROA_w1                       -0.00437512  0.00053677 -8.1508 1.109e-15 ***
## Estim                        -0.00023564  0.00708815 -0.0332    0.9735    
## factor(LCS)Decline            0.07302550  0.06513092  1.1212    0.2625    
## factor(LCS)Growth            -0.02355439  0.05195427 -0.4534    0.6504    
## factor(LCS)Mature            -0.06727816  0.05213102 -1.2906    0.1972    
## factor(LCS)Turbulence         0.02857295  0.06034773  0.4735    0.6360    
## factor(POST)1:factor(Emerg)1 -0.07497676  0.11543445 -0.6495    0.5162    
## ---
## Signif. codes:  0 &#39;***&#39; 0.001 &#39;**&#39; 0.01 &#39;*&#39; 0.05 &#39;.&#39; 0.1 &#39; &#39; 1
## 
## Total Sum of Squares:    120.89
## Residual Sum of Squares: 111.36
## R-Squared:      0.078835
## Adj. R-Squared: -0.67139
## F-statistic: 9.22382 on 9 and 970 DF, p-value: 1.6628e-13</code></pre>
<p>fd:</p>
<pre class="r"><code>mod_ACCY_EF_fd &lt;- plm(formula = ACCY_w1 ~ factor(POST)*factor(Emerg) + SIZE_w1 + ROA_w1 + Estim + factor(LCS),
                   data = Base_GECAT,
                   index = c (&quot;Ticker&quot;,&quot;Year&quot;,&quot;Country&quot;),
                   model = &quot;fd&quot;)

summary(mod_ACCY_EF_fd)</code></pre>
<pre><code>## Oneway (individual) effect First-Difference Model
## 
## Call:
## plm(formula = ACCY_w1 ~ factor(POST) * factor(Emerg) + SIZE_w1 + 
##     ROA_w1 + Estim + factor(LCS), data = Base_GECAT, model = &quot;fd&quot;, 
##     index = c(&quot;Ticker&quot;, &quot;Year&quot;, &quot;Country&quot;))
## 
## Unbalanced Panel: n = 782, T = 1-3, N = 1761
## Observations used in estimation: 979
## 
## Residuals:
##      Min.   1st Qu.    Median   3rd Qu.      Max. 
## -3.029313 -0.075037 -0.021115  0.035845  3.005465 
## 
## Coefficients:
##                                 Estimate  Std. Error t-value  Pr(&gt;|t|)    
## (Intercept)                   0.02242512  0.01935473  1.1586  0.246889    
## factor(POST)1                -0.00539182  0.03105660 -0.1736  0.862206    
## SIZE_w1                       0.11617475  0.04468568  2.5998  0.009469 ** 
## ROA_w1                       -0.00397780  0.00053474 -7.4388 2.236e-13 ***
## Estim                         0.00372756  0.00714025  0.5220  0.601756    
## factor(LCS)Decline            0.06199637  0.06251853  0.9916  0.321617    
## factor(LCS)Growth            -0.03729211  0.05036201 -0.7405  0.459188    
## factor(LCS)Mature            -0.06595841  0.05079315 -1.2986  0.194401    
## factor(LCS)Turbulence         0.03189663  0.05848003  0.5454  0.585585    
## factor(POST)1:factor(Emerg)1 -0.03921198  0.12547343 -0.3125  0.754719    
## ---
## Signif. codes:  0 &#39;***&#39; 0.001 &#39;**&#39; 0.01 &#39;*&#39; 0.05 &#39;.&#39; 0.1 &#39; &#39; 1
## 
## Total Sum of Squares:    219.92
## Residual Sum of Squares: 205.24
## R-Squared:      0.066764
## Adj. R-Squared: 0.058096
## F-statistic: 7.70252 on 9 and 969 DF, p-value: 5.387e-11</code></pre>
<p>between:</p>
<pre class="r"><code>mod_ACCY_EF_between &lt;- plm(formula = ACCY_w1 ~ factor(POST)*factor(Emerg) + SIZE_w1 + ROA_w1 + Estim + factor(LCS),
                   data = Base_GECAT,
                   index = c (&quot;Ticker&quot;,&quot;Year&quot;,&quot;Country&quot;),
                   model = &quot;between&quot;)

summary(mod_ACCY_EF_between)</code></pre>
<pre><code>## Oneway (individual) effect Between Model
## 
## Call:
## plm(formula = ACCY_w1 ~ factor(POST) * factor(Emerg) + SIZE_w1 + 
##     ROA_w1 + Estim + factor(LCS), data = Base_GECAT, model = &quot;between&quot;, 
##     index = c(&quot;Ticker&quot;, &quot;Year&quot;, &quot;Country&quot;))
## 
## Unbalanced Panel: n = 782, T = 1-3, N = 1761
## Observations used in estimation: 782
## 
## Residuals:
##       Min.    1st Qu.     Median    3rd Qu.       Max. 
## -1.1364570 -0.1995634 -0.1207920  0.0023396  2.9691875 
## 
## Coefficients:
##                                 Estimate  Std. Error t-value  Pr(&gt;|t|)    
## (Intercept)                  -0.07256954  0.23063135 -0.3147 0.7531080    
## factor(POST)1                -0.28933767  0.07797952 -3.7104 0.0002218 ***
## factor(Emerg)1               -0.21179872  0.18952135 -1.1175 0.2641093    
## SIZE_w1                       0.03286412  0.01280801  2.5659 0.0104786 *  
## ROA_w1                       -0.00141183  0.00025603 -5.5143  4.78e-08 ***
## Estim                        -0.02194287  0.00647203 -3.3904 0.0007334 ***
## factor(LCS)Decline            0.05686900  0.09912057  0.5737 0.5663140    
## factor(LCS)Growth            -0.13024001  0.06403100 -2.0340 0.0422920 *  
## factor(LCS)Mature            -0.07515001  0.06198569 -1.2124 0.2257396    
## factor(LCS)Turbulence        -0.10137726  0.09232424 -1.0981 0.2725225    
## factor(POST)1:factor(Emerg)1  0.19750616  0.20328497  0.9716 0.3315678    
## ---
## Signif. codes:  0 &#39;***&#39; 0.001 &#39;**&#39; 0.01 &#39;*&#39; 0.05 &#39;.&#39; 0.1 &#39; &#39; 1
## 
## Total Sum of Squares:    196.78
## Residual Sum of Squares: 179.49
## R-Squared:      0.087849
## Adj. R-Squared: 0.076019
## F-statistic: 7.42551 on 10 and 771 DF, p-value: 2.5329e-11</code></pre>
<p>Comparando lado a lado os resultados</p>
<pre class="r"><code>export_summs(mod_ACCY_EF_within, mod_ACCY_EF_fd, mod_ACCY_EF_between)</code></pre>
<table class="huxtable" style="border-collapse: collapse; border: 0px; margin-bottom: 2em; margin-top: 2em; ; margin-left: auto; margin-right: auto;  " id="tab:ef lado a lado">
<col><col><col><col><tr>
<th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 1</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 2</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 3</th></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(POST)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.01    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.01    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.29 ***</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.02)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.03)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.08)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">SIZE_w1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.10 *  </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.12 ** </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03 *  </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">ROA_w1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Estim</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.02 ***</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Decline</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.07)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Growth</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.02    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.04    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.13 *  </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Mature</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.08    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Turbulence</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.10    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.09)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(POST)1:factor(Emerg)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.04    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.20    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.12)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.13)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.20)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(Intercept)</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.02    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.07    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.02)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.23)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(Emerg)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.21    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.19)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">nobs</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">979       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">782       </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">r.squared</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.08    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.09    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">adj.r.squared</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.67    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.08    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">statistic</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">9.22    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">7.70    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">7.43    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">p.value</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">deviance</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">111.36    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">205.24    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">179.49    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">df.residual</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">970.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">969.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">771.00    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">nobs.1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">979.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">782.00    </td></tr>
<tr>
<th colspan="4" style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"> *** p &lt; 0.001;  ** p &lt; 0.01;  * p &lt; 0.05.</th></tr>
</table>

<p>Visualizando os resultados entre pooled, EA, e EF</p>
<pre class="r"><code>export_summs(mod_ACCY_Pooled, mod_ACCY_EA, mod_ACCY_EF_within, mod_ACCY_EF_fd,  mod_ACCY_EF_between)</code></pre>
<table class="huxtable" style="border-collapse: collapse; border: 0px; margin-bottom: 2em; margin-top: 2em; ; margin-left: auto; margin-right: auto;  " id="tab:comparando modelos">
<col><col><col><col><col><col><tr>
<th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 1</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 2</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 3</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 4</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 5</th></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(Intercept)</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.22    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.33    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.02    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.07    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.16)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.19)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.02)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.23)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(POST)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.03    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.01    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.01    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.29 ***</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.03)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.02)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.02)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.03)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.08)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(Emerg)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.01    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.21    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.19)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">SIZE_w1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03 ** </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03 ** </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.10 *  </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.12 ** </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03 *  </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">ROA_w1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Estim</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.01 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.01 *  </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.02 ***</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Decline</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.08    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.09    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.07)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Growth</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.05    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.05    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.02    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.04    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.13 *  </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Mature</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.04    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.08 *  </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.08    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Turbulence</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.01    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.10    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.09)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(POST)1:factor(Emerg)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.10    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.09    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.04    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.20    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.12)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.13)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.20)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">nobs</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">979       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">782       </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">r.squared</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.08    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.09    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">adj.r.squared</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.67    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.08    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">statistic</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">12.13    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">107.98    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">9.22    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">7.70    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">7.43    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">p.value</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">deviance</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">465.60    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">211.38    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">111.36    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">205.24    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">179.49    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">df.residual</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1750.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1750.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">970.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">969.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">771.00    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">nobs.1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">979.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">782.00    </td></tr>
<tr>
<th colspan="6" style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"> *** p &lt; 0.001;  ** p &lt; 0.01;  * p &lt; 0.05.</th></tr>
</table>

</div>
<div id="escolhendo-o-melhor-modelo" class="section level3">
<h3>Escolhendo o Melhor Modelo</h3>
<div id="pooled-x-ef" class="section level4">
<h4>Pooled x EF</h4>
<p>Teste F de Chow *A hipótese nula é de que há igualdade nos
interceptos e nas inclinações para todos os indivíduos, caracterizando o
modelo de dados agrupados (pooled). Se valor p&lt;0,05, o modelo de
Efeitos Fixos é melhor do que o modelo Pooled.</p>
<pre class="r"><code>pFtest(mod_ACCY_EF_between, mod_ACCY_Pooled) #EF</code></pre>
<pre><code>## 
##  F test for individual effects
## 
## data:  ACCY_w1 ~ factor(POST) * factor(Emerg) + SIZE_w1 + ROA_w1 + Estim +  ...
## F = 1.2553, df1 = 979, df2 = 771, p-value = 0.0004544
## alternative hypothesis: significant effects</code></pre>
</div>
<div id="pooled-x-ea" class="section level4">
<h4>Pooled x EA</h4>
<p>Teste de Breusch e Pagan *A aceitação da hipótese nula implica que o
modelo de dados agrupados (pooled) é preferível. Se valor p&lt;0,05, o
modelo de Efeitos Aleatórios é superior ao modelo Pooled.</p>
<pre class="r"><code>plmtest(mod_ACCY_Pooled, type=&quot;bp&quot;) #EA</code></pre>
<pre><code>## 
##  Lagrange Multiplier Test - (Breusch-Pagan)
## 
## data:  ACCY_w1 ~ factor(POST) * factor(Emerg) + SIZE_w1 + ROA_w1 + Estim +  ...
## chisq = 292.75, df = 1, p-value &lt; 2.2e-16
## alternative hypothesis: significant effects</code></pre>
</div>
<div id="ef-x-ea" class="section level4">
<h4>EF x EA</h4>
<p>Teste de Hausmann *Se o teste rejeitar a hipótese nula, o modelo de
Efeitos Fixos é o mais adequado. Se valor p&lt;0,05 o modelo de Efeitos
Fixos foi considerado superior ao modelo de Efeitos Aleatórios.</p>
<pre class="r"><code>phtest(mod_ACCY_EF_between, mod_ACCY_EA) #EF</code></pre>
<pre><code>## 
##  Hausman Test
## 
## data:  ACCY_w1 ~ factor(POST) * factor(Emerg) + SIZE_w1 + ROA_w1 + Estim +  ...
## chisq = 119.26, df = 10, p-value &lt; 2.2e-16
## alternative hypothesis: one model is inconsistent</code></pre>
</div>
</div>
<div id="pressupostos" class="section level3">
<h3>Pressupostos</h3>
<div id="distribuição-dos-resíduos" class="section level4">
<h4>Distribuição dos Resíduos</h4>
<p>Anderson-Darling normality test H0: Há distribuição normal dos
resíduos - se p-value &lt; 0,05, rejeita-se a hipótese nula, logo não há
distribuição normal dos resíduos.</p>
<pre class="r"><code>ad.test(mod_ACCY_EF_between$residuals)</code></pre>
<pre><code>## 
##  Anderson-Darling normality test
## 
## data:  mod_ACCY_EF_between$residuals
## A = 100.11, p-value &lt; 2.2e-16</code></pre>
<pre class="r"><code>hist(mod_ACCY_EF_between$residuals)</code></pre>
<p><img src="data:image/png;base64,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" width="672" /></p>
</div>
<div id="multicolinearidade" class="section level4">
<h4>Multicolinearidade</h4>
<p>Um VIF entre 5 e 10 indica alta correlação, o que pode ser
problemático.</p>
<p>E se o VIF for acima de 10, você pode assumir que os coeficientes de
regressão estão mal estimados devido à multicolinearidade.</p>
<pre class="r"><code>car::vif(mod_ACCY_EF_between)</code></pre>
<pre><code>##                                 GVIF Df GVIF^(1/(2*Df))
## factor(POST)                1.331175  1        1.153766
## factor(Emerg)              18.126088  1        4.257474
## SIZE_w1                     2.941963  1        1.715215
## ROA_w1                      1.316396  1        1.147343
## Estim                       1.865164  1        1.365710
## factor(LCS)                 1.880945  4        1.082174
## factor(POST):factor(Emerg) 19.031362  1        4.362495</code></pre>
</div>
<div id="heterocedasticidade" class="section level4">
<h4>Heterocedasticidade</h4>
<p>H0: homocedasticidade; p-value &gt; 0,05…</p>
<p>se p-valor &lt; 0,05 , rejeita-se a hipótese nula
(homocedasticidade), logo há heterocedasticidade</p>
<p>H1: Heterocedasticidade; se p valor menor que 5%</p>
<p>Solução: rodar no lugar de mínimos quadrados generalizados, o mínimos
quadrados ponderados -&gt; Solução: Método de mínimos quadrados
ponderados que é um caso particular do método de mínimos quadrados
generalizados (MQO), pode ser aplicado quando se diagnostica que a
variância dos termos de erro depende da variável explicativa (Fávero
&amp; Belfiore).</p>
<pre class="r"><code>bptest(mod_ACCY_EF_between)</code></pre>
<pre><code>## 
##  studentized Breusch-Pagan test
## 
## data:  mod_ACCY_EF_between
## BP = 50.32, df = 10, p-value = 2.331e-07</code></pre>
</div>
<div id="autocorrelação" class="section level4">
<h4>Autocorrelação</h4>
<p>H0: Ausência de autocorrelação entre os resíduos.</p>
<p>Com o p-value &lt; 0,05, podemos rejeitar a hipótese nula e concluir
que existe autocorrelação entre os resíduos</p>
<pre class="r"><code>pbgtest(mod_ACCY_EF_between)</code></pre>
<pre><code>## 
##  Breusch-Godfrey/Wooldridge test for serial correlation in panel models
## 
## data:  ACCY_w1 ~ factor(POST) * factor(Emerg) + SIZE_w1 + ROA_w1 + Estim +  ...
## chisq = 0.47069, df = 1, p-value = 0.4927
## alternative hypothesis: serial correlation in idiosyncratic errors</code></pre>
</div>
</div>
</div>
<div id="logit" class="section level2">
<h2>logit</h2>
<div id="montar-base-para-logit-só-com-as-variáveis-que-quero" class="section level3">
<h3>Montar base para logit só com as variáveis que quero</h3>
<p>Todas as variáveis que estiverem na base serão exportadas no output,
e não pode haver NA em nenhuma delas, por isso o comando “na.omit()” no
código.</p>
<pre class="r"><code>Base_Logit &lt;- Base_GECAT %&gt;%
  dplyr::select(&quot;Ticker&quot;, &quot;Year&quot;, &quot;Country&quot;, &quot;DA_w1&quot;, &quot;DA.abs_w1&quot;, &quot;SP&quot;, &quot;POST&quot;, &quot;Emerg&quot;, 
                &quot;SIZE_w1&quot;, &quot;ROA_w1&quot;, &quot;BTM_w1&quot;,&quot;CFO_w1&quot;, &quot;AU&quot;, &quot;Law&quot;, &quot;COV&quot;, &quot;LCS&quot;) %&gt;%
  na.omit() 

view(Base_Correlacao)</code></pre>
</div>
<div id="estimando-o-modelo" class="section level3">
<h3>Estimando o modelo</h3>
<pre class="r"><code>mod_SP_final &lt;- pglm(factor(SP) ~ factor(POST)*factor(Emerg) + SIZE_w1 + ROA_w1 + 
                       BTM_w1 + CFO_w1 + factor(AU) + factor(COV),
                     family = binomial(&#39;logit&#39;),
                     model = &quot;pooling&quot;, data = Base_Logit,
                     index = c(&quot;Ticker&quot;, &quot;Year&quot;, &quot;Country&quot;),
                     start=NULL,  method = &quot;bfgs&quot;, print.level = 3, R = 5)</code></pre>
<pre><code>## Initial function value: -568.2877 
## Initial gradient value:
##                  (Intercept)                factor(POST)1 
##                 8.837375e-14                 5.800115e+00 
##               factor(Emerg)1                      SIZE_w1 
##                 1.115006e+01                 2.032297e+02 
##                       ROA_w1                       BTM_w1 
##                 4.595355e+03                -1.111132e+02 
##                       CFO_w1                  factor(AU)1 
##                 2.804053e+01                 3.129840e+01 
##                 factor(COV)1 factor(POST)1:factor(Emerg)1 
##                -1.355097e+00                 1.233276e+01 
## initial  value 568.287724 
## iter   2 value 557.679464
## iter   3 value 557.523489
## iter   4 value 556.323987
## iter   5 value 548.674791
## iter   6 value 547.843880
## iter   7 value 543.245038
## iter   8 value 541.283998
## iter   9 value 540.412481
## iter  10 value 533.964340
## iter  11 value 531.600037
## iter  12 value 530.826103
## iter  13 value 530.766639
## iter  14 value 530.763180
## iter  15 value 530.763017
## iter  16 value 530.762986
## iter  16 value 530.762985
## iter  16 value 530.762985
## final  value 530.762985 
## converged</code></pre>
<pre class="r"><code>summary(mod_SP_final)</code></pre>
<pre><code>## --------------------------------------------
## Maximum Likelihood estimation
## BFGS maximization, 61 iterations
## Return code 0: successful convergence 
## Log-Likelihood: -530.763 
## 10  free parameters
## Estimates:
##                               Estimate Std. error t value  Pr(&gt; t)    
## (Intercept)                  -4.803618   0.854686  -5.620 1.91e-08 ***
## factor(POST)1                 0.144240   0.254086   0.568  0.57025    
## factor(Emerg)1               -0.512291   0.621981  -0.824  0.41014    
## SIZE_w1                       0.062511   0.046620   1.341  0.17997    
## ROA_w1                        0.018834   0.006775   2.780  0.00544 ** 
## BTM_w1                       -0.037929   0.018768  -2.021  0.04329 *  
## CFO_w1                        0.289505   0.766460   0.378  0.70564    
## factor(AU)1                   0.671182   0.267170   2.512  0.01200 *  
## factor(COV)1                 -0.104889   0.206597  -0.508  0.61166    
## factor(POST)1:factor(Emerg)1  0.614187   0.654179   0.939  0.34780    
## ---
## Signif. codes:  0 &#39;***&#39; 0.001 &#39;**&#39; 0.01 &#39;*&#39; 0.05 &#39;.&#39; 0.1 &#39; &#39; 1
## --------------------------------------------</code></pre>
<pre class="r"><code>mod_SP &lt;- glm(factor(SP) ~ factor(POST)*factor(Emerg) + SIZE_w1 + ROA_w1 +
                BTM_w1 + CFO_w1 + factor(AU) + factor(COV), 
              family = binomial(&#39;logit&#39;), 
              data = Base_Logit)

summary(mod_SP)</code></pre>
<pre><code>## 
## Call:
## glm(formula = factor(SP) ~ factor(POST) * factor(Emerg) + SIZE_w1 + 
##     ROA_w1 + BTM_w1 + CFO_w1 + factor(AU) + factor(COV), family = binomial(&quot;logit&quot;), 
##     data = Base_Logit)
## 
## Coefficients:
##                               Estimate Std. Error z value Pr(&gt;|z|)    
## (Intercept)                  -4.803566   0.854689  -5.620 1.91e-08 ***
## factor(POST)1                 0.144195   0.254087   0.568  0.57037    
## factor(Emerg)1               -0.512311   0.621977  -0.824  0.41012    
## SIZE_w1                       0.062511   0.046621   1.341  0.17997    
## ROA_w1                        0.018837   0.006776   2.780  0.00544 ** 
## BTM_w1                       -0.037928   0.018769  -2.021  0.04330 *  
## CFO_w1                        0.289534   0.766501   0.378  0.70563    
## factor(AU)1                   0.671132   0.267171   2.512  0.01201 *  
## factor(COV)1                 -0.104888   0.206600  -0.508  0.61167    
## factor(POST)1:factor(Emerg)1  0.614219   0.654176   0.939  0.34777    
## ---
## Signif. codes:  0 &#39;***&#39; 0.001 &#39;**&#39; 0.01 &#39;*&#39; 0.05 &#39;.&#39; 0.1 &#39; &#39; 1
## 
## (Dispersion parameter for binomial family taken to be 1)
## 
##     Null deviance: 1136.6  on 3491  degrees of freedom
## Residual deviance: 1061.5  on 3482  degrees of freedom
## AIC: 1081.5
## 
## Number of Fisher Scoring iterations: 9</code></pre>
<pre class="r"><code>Base_Logit$probRestSP &lt;- mod_SP$fitted.values</code></pre>
<pre class="r"><code>export_summs(mod_SP,mod_SP_final)</code></pre>
<table class="huxtable" style="border-collapse: collapse; border: 0px; margin-bottom: 2em; margin-top: 2em; ; margin-left: auto; margin-right: auto;  " id="tab:conferir modelos logit">
<col><col><col><tr>
<th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 1</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 2</th></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(Intercept)</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-4.80 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-4.80 ***</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.85)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.85)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(POST)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.14    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.14    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.25)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.25)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(Emerg)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.51    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.51    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.62)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.62)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">SIZE_w1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">ROA_w1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.02 ** </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.02 ** </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">BTM_w1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.04 *  </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.04 *  </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.02)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.02)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">CFO_w1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.29    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.29    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.77)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.77)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(AU)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.67 *  </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.67 *  </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.27)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.27)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(COV)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.10    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.10    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.21)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.21)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(POST)1:factor(Emerg)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.61    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.61    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.65)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.65)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">N</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">3492       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0       </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">AIC</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1081.53    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1081.53    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">BIC</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1143.11    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Pseudo R2</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.08    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">       </td></tr>
<tr>
<th colspan="3" style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"> *** p &lt; 0.001;  ** p &lt; 0.01;  * p &lt; 0.05.</th></tr>
</table>

</div>
<div id="estimando-a-razão-de-chances" class="section level3">
<h3>Estimando a Razão de Chances</h3>
<pre class="r"><code>logitor(factor(SP) ~ factor(POST)*factor(Emerg) + SIZE_w1 + ROA_w1 + 
          BTM_w1 + CFO_w1 + factor(AU) + factor(COV), 
        data = Base_Logit)</code></pre>
<pre><code>## Call:
## logitor(formula = factor(SP) ~ factor(POST) * factor(Emerg) + 
##     SIZE_w1 + ROA_w1 + BTM_w1 + CFO_w1 + factor(AU) + factor(COV), 
##     data = Base_Logit)
## 
## Odds Ratio:
##                              OddsRatio Std. Err.       z    P&gt;|z|   
## factor(POST)1                1.1551096 0.2934983  0.5675 0.570372   
## factor(Emerg)1               0.5991096 0.3726325 -0.8237 0.410121   
## SIZE_w1                      1.0645062 0.0496280  1.3408 0.179972   
## ROA_w1                       1.0190154 0.0069046  2.7800 0.005435 **
## BTM_w1                       0.9627820 0.0180700 -2.0208 0.043296 * 
## CFO_w1                       1.3358054 1.0238963  0.3777 0.705627   
## factor(AU)1                  1.9564506 0.5227063  2.5120 0.012005 * 
## factor(COV)1                 0.9004258 0.1860277 -0.5077 0.611674   
## factor(POST)1:factor(Emerg)1 1.8482128 1.2090568  0.9389 0.347772   
## ---
## Signif. codes:  0 &#39;***&#39; 0.001 &#39;**&#39; 0.01 &#39;*&#39; 0.05 &#39;.&#39; 0.1 &#39; &#39; 1</code></pre>
<blockquote>
<p><strong>ROA_w1:</strong></p>
<p>OR = 1.0190154</p>
<p>Interpretação: Um aumento de 1 unidade em ROA_w1 está associado a um
<strong>aumento</strong> de aproximadamente 1.9% nas chances de a
empresa ter gerenciamento de resultados por pequenos ganhos (SP).</p>
<p><strong>BTM_w1:</strong></p>
<p>OR = 0.9627820</p>
<p>Interpretação: Um aumento de 1 unidade em BTM_w1 está associado a uma
<strong>redução</strong> de aproximadamente 3.7% nas chances de a
empresa ter gerenciamento de resultados por pequenos ganhos (SP).</p>
<p><strong>factor(AU)1:</strong></p>
<p>OR = 1.9564506</p>
<p>Interpretação: Estar na categoria 1 (BIG4) de AU está associado a um
<strong>aumento</strong> de aproximadamente 95.6% nas chances de a
empresa ter gerenciamento de resultados por pequenos ganhos (SP) <em>em
relação à categoria de referência</em> (NBIG4)</p>
</blockquote>
<div id="determinando-o-intervalo-de-confiança" class="section level4">
<h4>Determinando o Intervalo de Confiança</h4>
<p>*A determinação do intervalo de confiança do modelo proposto é
relevante para que seja analizada a estimativa do intervalo de predição
do coeficiente da variável independente, a um nível de confiança de 95%.
Desta forma, em 95% dos casos, o parâmetro dos coeficientes estará
dentro deste intervalo.</p>
<pre class="r"><code>exp(cbind(OR=coef(mod_SP_final), confint(mod_SP_final)))</code></pre>
<pre><code>##                                       OR       2.5 %     97.5 %
## (Intercept)                  0.008200028 0.001535696 0.04378501
## factor(POST)1                1.155160800 0.702043071 1.90073306
## factor(Emerg)1               0.599121435 0.177044928 2.02743167
## SIZE_w1                      1.064506085 0.971549199 1.16635700
## ROA_w1                       1.019012978 1.005570427 1.03263523
## BTM_w1                       0.962781381 0.928009005 0.99885667
## CFO_w1                       1.335766362 0.297384876 5.99987397
## factor(AU)1                  1.956549295 1.158977226 3.30298565
## factor(COV)1                 0.900424204 0.600607971 1.34990508
## factor(POST)1:factor(Emerg)1 1.848153202 0.512742606 6.66156902</code></pre>
</div>
</div>
<div id="qualidade-do-modelo" class="section level3">
<h3>Qualidade do modelo</h3>
<div id="curva-roc" class="section level4">
<h4>Curva ROC</h4>
<pre class="r"><code>require(pROC)

roc_SP=plot.roc(Base_Logit$SP,fitted(mod_SP))</code></pre>
<p><img src="data:image/png;base64,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" width="672" /></p>
<pre class="r"><code>plot(roc_SP,
     print.auc=TRUE, 
     auc.polygon=TRUE, 
     grud=c(0.1,0.2),
     grid.col=c(&quot;green&quot;,&quot;red&quot;), 
     max.auc.polygon=TRUE, 
     auc.polygon.col=&quot;lightgreen&quot;, 
     print.thres=TRUE)</code></pre>
<p><img src="data:image/png;base64,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" width="672" /></p>
</div>
<div id="matriz-de-confusão" class="section level4">
<h4>Matriz de confusão</h4>
<p>Specificidade e Sensitividade</p>
<pre class="r"><code>Base_Logit$pdata &lt;- as.factor(ifelse(predict(mod_SP, newdata = Base_Logit, type = &quot;response&quot;)&gt;0.040,&quot;1&quot;,&quot;0&quot;))

confusionMatrix(Base_Logit$pdata, factor(Base_Logit$SP), positive=&quot;1&quot;)</code></pre>
<pre><code>## Confusion Matrix and Statistics
## 
##           Reference
## Prediction    0    1
##          0 1810   22
##          1 1548  112
##                                          
##                Accuracy : 0.5504         
##                  95% CI : (0.5337, 0.567)
##     No Information Rate : 0.9616         
##     P-Value [Acc &gt; NIR] : 1              
##                                          
##                   Kappa : 0.058          
##                                          
##  Mcnemar&#39;s Test P-Value : &lt;2e-16         
##                                          
##             Sensitivity : 0.83582        
##             Specificity : 0.53901        
##          Pos Pred Value : 0.06747        
##          Neg Pred Value : 0.98799        
##              Prevalence : 0.03837        
##          Detection Rate : 0.03207        
##    Detection Prevalence : 0.47537        
##       Balanced Accuracy : 0.68742        
##                                          
##        &#39;Positive&#39; Class : 1              
## </code></pre>
</div>
</div>
</div>
</div>
<div id="exportar-resultados" class="section level1">
<h1>Exportar Resultados</h1>
<p>Conhecendo os nomes das variáveis</p>
<pre class="r"><code>export_summs(mod_ACCY_Pooled, mod_ACCY_EF_between, mod_ACCY_EA)</code></pre>
<table class="huxtable" style="border-collapse: collapse; border: 0px; margin-bottom: 2em; margin-top: 2em; ; margin-left: auto; margin-right: auto;  " id="tab:nomes para exportar regressão">
<col><col><col><col><tr>
<th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 1</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 2</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Model 3</th></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(Intercept)</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.22    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.07    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.33    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.16)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.23)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.19)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(POST)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.03    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.29 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.03)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.08)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.02)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(Emerg)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.21    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.01    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.19)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">SIZE_w1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03 ** </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03 *  </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.03 ** </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">ROA_w1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.00 ***</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Estim</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.01 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.02 ***</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.01 *  </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.01)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.00)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Decline</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.08    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.09    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Growth</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.05    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.13 *  </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.05    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Mature</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.04    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.08    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.08 *  </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.06)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.04)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(LCS)Turbulence</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.01    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.10    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.09)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.05)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">factor(POST)1:factor(Emerg)1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.10    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.20    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.09    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.20)   </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.4pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">(0.10)   </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">nobs</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">782       </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0.4pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761       </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">r.squared</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.09    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">adj.r.squared</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.08    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.06    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">statistic</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">12.13    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">7.43    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">107.98    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">p.value</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.00    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">deviance</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">465.60    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">179.49    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">211.38    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">df.residual</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1750.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">771.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1750.00    </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">nobs.1</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">782.00    </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0.8pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761.00    </td></tr>
<tr>
<th colspan="4" style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0.8pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"> *** p &lt; 0.001;  ** p &lt; 0.01;  * p &lt; 0.05.</th></tr>
</table>

<p>Exportando os modelos (pode ser apenas um ou mais outputs)</p>
<pre class="r"><code>export_summs(mod_ACCY_Pooled, mod_ACCY_EF_between, mod_ACCY_EA,
             scala = F,
             model.names = c(&quot;PAA_QA_Pooled&quot;,&quot;PAA_QA_EF&quot;,&quot;PAA_QA_EA&quot;),
             coefs = c(&quot;Intercept&quot; = &quot;(Intercept)&quot;, 
                       &quot;POST&quot; = &quot;factor(POST)1&quot;,
                       &quot;Emerg&quot; = &quot;factor(Emerg)1&quot;,
                       &quot;POST*Emerg&quot; = &quot;factor(POST)1:factor(Emerg)1&quot;, 
                       &quot;SIZE&quot; = &quot;SIZE_w1&quot;, 
                       &quot;ROA&quot; = &quot;ROA_w1&quot;, 
                       &quot;Estim&quot; = &quot;Estim&quot;,
                       &quot;Growth&quot; = &quot;factor(LCS)Growth&quot;, 
                       &quot;Mature&quot; = &quot;factor(LCS)Mature&quot;, 
                       &quot;Shake-out&quot; = &quot;factor(LCS)Turbulence&quot;, 
                       &quot;Decline&quot; = &quot;factor(LCS)Decline&quot;),
             error_pos = c(&quot;same&quot;, &quot;below&quot;, &quot;right&quot;),
             bold_signif = 0.05,
             borders = 2,
             outer_borders = 2,
             statistics = c(N = &quot;nobs.1&quot;, R2 = &quot;r.squared&quot;,
                            adj.R2 = &quot;adj.r.squared&quot;, p.value = &quot;p.value&quot;, 
                            &quot;GL&quot; = &quot;df&quot;, AIC = &quot;AIC&quot;, &quot;logLik&quot; = &quot;logLik&quot;,
                            &quot;Pseudo R2&quot; = &quot;pseudo.r.squared&quot;),
             scale = TRUE, robust = TRUE, digits = 3, vifs = TRUE,
             note         = &quot;{stars}. Erros padrões robustos clusterizados&quot;,
             title = &quot;Table X - Regression Models&quot;,
             to.file = &quot;docx&quot;,
             file.name = &quot;Output_Regressão.docx&quot;)</code></pre>
<table class="huxtable" style="border-collapse: collapse; border: 0px; margin-bottom: 2em; margin-top: 2em; ; margin-left: auto; margin-right: auto;  " id="tab:exportar regressão">
<col><col><col><col><tr>
<th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"></th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 2pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">PAA_QA_Pooled</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 2pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">PAA_QA_EF</th><th style="vertical-align: top; text-align: center; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 2pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">PAA_QA_EA</th></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Intercept</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.224 (0.156)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.073 (0.231)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.328 (0.191)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">POST</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.027 (0.030)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">-0.289 *** (0.078)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.000 (0.021)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Emerg</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.030 (0.100)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.212 (0.190)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.006 (0.101)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">POST*Emerg</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.102 (0.105)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.198 (0.203)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.094 (0.099)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">SIZE</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">0.026 ** (0.009)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">0.033 * (0.013)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">0.031 ** (0.011)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">ROA</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">-0.002 *** (0.000)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">-0.001 *** (0.000)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">-0.002 *** (0.000)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Estim</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">-0.015 *** (0.004)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">-0.022 *** (0.006)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">-0.012 * (0.005)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Growth</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.045 (0.040)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">-0.130 * (0.064)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.050 (0.040)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Mature</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.042 (0.039)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.075 (0.062)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: bold;">-0.079 * (0.039)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Shake-out</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.011 (0.054)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">-0.101 (0.092)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.004 (0.049)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">Decline</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 2pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.083 (0.063)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 2pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.057 (0.099)</td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 2pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.085 (0.055)</td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">N</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761.000 </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">782.000 </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">1761.000 </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">R2</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.065 </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.088 </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.065 </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">adj.R2</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.059 </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.076 </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.059 </td></tr>
<tr>
<th style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 2pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">p.value</th><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 2pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.000 </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 2pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.000 </td><td style="vertical-align: top; text-align: right; white-space: normal; border-style: solid solid solid solid; border-width: 0pt 0pt 2pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;">0.000 </td></tr>
<tr>
<th colspan="4" style="vertical-align: top; text-align: left; white-space: normal; border-style: solid solid solid solid; border-width: 2pt 0pt 0pt 0pt;    padding: 6pt 6pt 6pt 6pt; font-weight: normal;"> *** p &lt; 0.001;  ** p &lt; 0.01;  * p &lt; 0.05. Erros padrões robustos clusterizados</th></tr>
</table>

<p><em>*</em>Não importa a ordem que estavam as variáveis nos outputs, a
ordem em que irão aparecer na tabela final é a mesma que for indicada no
argumento “coefs”.</p>
<p>*Ao usar a função export_summs, “robust=true” indica que você deseja
calcular estatísticas robustas para o modelo. Estatísticas robustas são
usadas para fornecer inferências mais confiáveis quando as suposições de
homocedasticidade (variância constante) e normalidade dos resíduos são
violadas, o que pode ocorrer em modelos de regressão.</p>
</div>




</div>

<script>

// add bootstrap table styles to pandoc tables
function bootstrapStylePandocTables() {
  $('tr.odd').parent('tbody').parent('table').addClass('table table-condensed');
}
$(document).ready(function () {
  bootstrapStylePandocTables();
});


</script>

<!-- tabsets -->

<script>
$(document).ready(function () {
  window.buildTabsets("TOC");
});

$(document).ready(function () {
  $('.tabset-dropdown > .nav-tabs > li').click(function () {
    $(this).parent().toggleClass('nav-tabs-open');
  });
});
</script>

<!-- code folding -->


<!-- dynamically load mathjax for compatibility with self-contained -->
<script>
  (function () {
    var script = document.createElement("script");
    script.type = "text/javascript";
    script.src  = "https://mathjax.rstudio.com/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML";
    document.getElementsByTagName("head")[0].appendChild(script);
  })();
</script>

</body>
</html>
